Maths addition problems: Browse Printable Addition Worksheets | Education.com

Posted on 21 декабря, 2019 by alexxlab

Addition Worksheets

Welcome to the addition worksheets page at Math-Drills.com where we will add to your learning experience in many positive ways! On this page, you will find Addition worksheets from addition facts and two-digit addition to column addition and addition with games. In the first section, we’ve included a few addition printables that should help out the beginning student. Teaching addition facts is best done with some interesting teaching strategies.

Some teachers and parents use addition manipulatives to help students understand the basic addition facts. For example, adding groups of «Apple Jacks» (a breakfast cereal) by counting will quickly lead students to understand the concepts of addition. The sooner you can introduce base ten blocks to your students, the better. If you haven’t already used them for counting, use them for basic addition and show students how regrouping works.

Most Popular Addition Worksheets this Week

100 Single-Digit Addition Questions With Some Regrouping (709 views this week)2-Digit Plus 2-Digit Addition With Some Regrouping (25 Questions) (526 views this week)3-Digit Plus 3-Digit Addition With Some Regrouping (25 Questions) (233 views this week)25 Single-Digit Addition Questions with No Regrouping (195 views this week)5-Digit Plus 5-Digit Addition With Some Regrouping (20 Questions) (115 views this week)

Addition Facts Tables

Disputably not a great way to learn addition facts, but undeniably a great way to summarize, addition facts tables are an invaluable resource in any home or school classroom.

Addition Tables

Addition works very well as a table since the addends can be sequential. Encourage students to look for patterns and teach them a variety of strategies to learn the addition facts. For students who have not yet memorized their addition facts but need to know them for a more advanced math lesson such as adding two-digit numbers, provide an addition facts table to them, so they can quickly look up addition facts. After a while, they will most likely learn the facts through the use of the table and become less reliant on it. To make the tables more durable, print them on card stock and laminate them. They can be displayed on a screen or enlarged and printed on poster paper for whole class use.

Addition Facts Table
Blank Addition Facts Table
Addition Facts Table With Zero
Blank Addition Facts Table With Zero
Left-Handed Addition Facts Table
Left-Handed Blank Addition Facts Table
All Addition Facts Tables
Addition Facts Tables With One Fact at a time highlighted
Addition Facts Tables in Gray 1 to 12
Addition Facts Tables in Color 1 to 12
Addition Facts Tables in Montessori Colors 1 to 12

Five Minute Frenzy Charts

Five minute frenzy charts are 10 by 10 grids for addition fact practice. In each square, students write the sum of the column number and the row number.

Called mad minutes or timed drills by some, five minute frenzies are meant to be timed to add a little more excitement to practicing addition facts. They are ideally used to increase a student’s ability to recall addition facts quickly which has all sorts of benefits later in their school life including preventing high school teachers from complaining about «how their students can’t even add single-digit numbers without using a calculator.»

A general goal to achieve would be to complete one chart in less than five minutes and score 98 percent or better, however, we recommend setting personal goals for students based on an initial test. If they are banging their head against the wall after a couple of minutes with only a few questions done, they really shouldn’t be completing a timed addition facts drill at the moment. They still have some learning to do. We would recommend breaking out the manipulatives at this point. If they blast through the questions in 1.5 minutes and get almost all of them correct, they are probably ready for something a little more challenging.

Five Minute

Addition Frenzies that include one addition chart per page

One-per-page addition frenzies are not the most efficient use of paper resources, but they are a good starting point especially for younger students who have not quite mastered their penmanship enough to fit their numbers into a smaller chart. They are also great for displaying on screens or monitors for group activities. For example, you might use an interactive white board to fill out the chart.

Addition Frenzy (1 to 10)
Addition Frenzy (11 to 20)
Addition Frenzy (21 to 50)
Addition Frenzy (51 to 100)
Left-handed Addition Frenzy (1 to 10) Left-handed Addition Frenzy (11 to 20) Left-handed Addition Frenzy (21 to 50) Left-handed Addition Frenzy (51 to 100)

Five Minute

Addition Frenzies that include four addition charts per page

A wiser use of paper and photo-copy limits, having four charts on a page allows for multi-day practice, collaborative work or through the use of a paper-cutter, a quick stack of practice pages for students who finish early.

Four Addition Frenzies (1 to 10)
Four Addition Frenzies (11 to 20) Four Addition Frenzies (21 to 50) Four Addition Frenzies (51 to 100) Left-handed Four Addition Charts Per Page (1 to 10) Left-handed Four Addition Charts Per Page (11 to 20) Left-handed Four Addition Charts Per Page (21 to 50)
Left-handed Four Addition Charts Per Page (51 to 100)

Most people would agree that being able to add single-digit numbers quickly and in your head is an essential skill for success in math. The various addition worksheets in this section focus on skills that students will use their entire life. These worksheets will not magically make a student learn addition, but they are valuable for reinforcement and practice and can also be used as assessment tools.

Vertically Arranged Single-Digit Addition

So, you need some practice sheets for addition facts? You’ve found them. Use these for practice, assessment, games or just for fun.

100 Single-Digit Addition Questions with Some Regrouping
81 Single-Digit Addition Questions with Some Regrouping
64 Single-Digit Addition Questions with Some Regrouping
50 Single-Digit Addition Questions with Some Regrouping
25 Single-Digit Addition Questions with Some Regrouping
12 Single-Digit Addition Questions with Some Regrouping
100 Single-Digit Addition Questions with No Regrouping
64 Single-Digit Addition Questions with No Regrouping
25 Single-Digit Addition Questions with No Regrouping
12 Single-Digit Addition Questions with No Regrouping
100 Single-Digit Addition Questions with All Regrouping
64 Single-Digit Addition Questions with All Regrouping
25 Single-Digit Addition Questions with All Regrouping
12 Single-Digit Addition Questions with All Regrouping

Horizontally Arranged Single-Digit Addition

100 Horizontal Addition Facts
50 Horizontal Addition Facts
Horizontal Numbers that Add to 10
Horizontal Adding up to 5 + 5
Horizontal Adding up to 6 + 6
Horizontal Adding up to 7 + 7
Horizontal Adding up to 8 + 8

Adding 3 Single-Digit Numbers Horizontally
Adding 4 Single-Digit Numbers Horizontally
Adding 5 Single-Digit Numbers Horizontally
Adding 10 Single-Digit Numbers Horizontally
Horizontal Addition Facts with No Regrouping 100 per page
Horizontal Addition Facts with No Regrouping and No Zeros 100 per page
Horizontal Addition Facts with No Regrouping 50 per page
Horizontal Addition Facts with All Regrouping 100 per page
Horizontal Addition Facts with All Regrouping 50 per page

Make Ten Addition Strategy

The make ten addition strategy involves «spliting» the second addend into two parts. The first part combines with the first addend to make ten and the second part is the leftover amount. The strategy helps students quickly add amounts over ten in their head. For example, adding 8 + 7, students first recognize that they need to add 2 to 8 to get 10, so they split the 7 into 2 + 5. The 8 + 2 makes 10 and 5 more makes 15. The skill can be extended to many situations, for example adding 24 + 9, students recognize that they need 6 more to get to 30 and 9 can be split into 6 + 3, so 24 + 6 = 30 and 3 more makes 33. Continuing on, students can work on recognizing «complements» of other important numbers (see section further down) to develop this strategy further.

Make 10 Addition Strategy
Make 20 Addition Strategy
Make 30 Addition Strategy
Make 40 Addition Strategy
Make 50 Addition Strategy
Make 60 Addition Strategy
Make 70 Addition Strategy
Make 80 Addition Strategy
Make 90 Addition Strategy
Make Multiples of 10 Addition Strategy

Single-digit addition questions with

focus numbers

Focusing on one number at a time is necessary for some students. Maybe they get overwhelmed with too much information and need to experience success in small steps.

25 Adding 0s to Single-Digit Numbers Questions
25 Adding 1s to Single-Digit Numbers Questions
25 Adding 2s to Single-Digit Numbers Questions
25 Adding 3s to Single-Digit Numbers Questions
25 Adding 4s to Single-Digit Numbers Questions
25 Adding 5s to Single-Digit Numbers Questions
25 Adding 6s to Single-Digit Numbers Questions
25 Adding 7s to Single-Digit Numbers Questions
25 Adding 8s to Single-Digit Numbers Questions
25 Adding 9s to Single-Digit Numbers Questions
25 Adding 1s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 2s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 3s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 4s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 5s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 6s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 7s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 8s to Single-Digit Numbers Questions With Sums Limited to 12
25 Adding 9s to Single-Digit Numbers Questions With Sums Limited to 12
50 Adding 0s to Single-Digit Numbers Questions
50 Adding 1s to Single-Digit Numbers Questions
50 Adding 2s to Single-Digit Numbers Questions
50 Adding 3s to Single-Digit Numbers Questions
50 Adding 4s to Single-Digit Numbers Questions
50 Adding 5s to Single-Digit Numbers Questions
50 Adding 6s to Single-Digit Numbers Questions
50 Adding 7s to Single-Digit Numbers Questions
50 Adding 8s to Single-Digit Numbers Questions
50 Adding 9s to Single-Digit Numbers Questions
50 Adding 1s and 2s to Single-Digit Numbers Questions
100 Horizontal Adding 1s to Single-Digit Numbers Questions
100 Horizontal Adding 2s to Single-Digit Numbers Questions
100 Horizontal Adding 3s to Single-Digit Numbers Questions
100 Horizontal Adding 4s to Single-Digit Numbers Questions
100 Horizontal Adding 5s to Single-Digit Numbers Questions
100 Horizontal Adding 6s to Single-Digit Numbers Questions
100 Horizontal Adding 7s to Single-Digit Numbers Questions
100 Horizontal Adding 8s to Single-Digit Numbers Questions
100 Horizontal Adding 9s to Single-Digit Numbers Questions

Multi-Digit Addition Worksheets

A variety of strategies can be used to learn multi-digit addition; it isn’t necessary to rely only on paper and pencil methods. Base ten blocks can help students conceptualize addition. Teaching students a mental left-to-right addition skill will help them in future math studies and life in general. E.g. 34 + 78 would be 30 + 70 = 100, 100 + 4 = 104, 104 + 8 = 112. Don’t forget about using estimation with these worksheets.

Multi-Digit Addition with

SOME regrouping

Classic addition worksheets with some steps requiring regrouping and others not. Versions with ALL regrouping and NO regrouping follow this section. Versions with thousands separators are a little further down the page.

2-Digit plus 1-Digit Addition
2-Digit plus 1-Digit Addition (Sums Less Than 100)
2-Digit Plus 2-Digit Addition 3-Digit Plus 1-Digit Addition
3-Digit Plus 2-Digit Addition
3-Digit Plus 3-Digit Addition
4-Digit Plus 1-Digit Addition
4-Digit Plus 2-Digit Addition
4-Digit Plus 3-Digit Addition
4-Digit Plus 4-Digit Addition
5-Digit Plus 5-Digit Addition
Various 2-digit to 4-digit Addition
Various 2-digit to 5-digit Addition
Various 3-digit to 5-digit Addition
6-Digit Plus 6-Digit Addition
7-Digit Plus 7-Digit Addition
8-Digit Plus 8-Digit Addition
9-Digit Plus 9-Digit Addition
3-Digit Expanded Form Addition

Multi-Digit Addition with

ALL regrouping

Regrouping is what long addition is all about; these worksheets give students a lot of practice since every step requires regrouping.

2-Digit Plus 2-Digit Addition with ALL Regrouping
3-Digit Plus 3-Digit Addition with ALL Regrouping
4-Digit Plus 4-Digit Addition with ALL Regrouping
5-Digit Plus 5-Digit Addition with ALL Regrouping
6-Digit Plus 6-Digit Addition with ALL Regrouping
7-Digit Plus 7-Digit Addition with ALL Regrouping
8-Digit Plus 8-Digit Addition with ALL Regrouping
9-Digit Plus 9-Digit Addition with ALL Regrouping
(OLD) 2-Digit Plus 1-Digit Addition with ALL Regrouping

Multi-Digit Addition with

NO regrouping

If you haven’t quite mastered all the addition facts or the long addition algorithm, this might be the section for you. These worksheets don’t require any regrouping, so they provide an extra in-between skill for students who require a little more guidance.

2-Digit Plus 1-Digit Addition with NO Regrouping
2-Digit Plus 2-Digit Addition with NO Regrouping
3-Digit Plus 1-Digit Addition with NO Regrouping
3-Digit Plus 2-Digit Addition with NO Regrouping
3-Digit Plus 3-Digit Addition with NO Regrouping
4-Digit Plus 1-Digit Addition with NO Regrouping
4-Digit Plus 2-Digit Addition with NO Regrouping
4-Digit Plus 3-Digit Addition with NO Regrouping
4-Digit Plus 4-Digit Addition with NO Regrouping
5-Digit Plus 5-Digit Addition with NO Regrouping
6-Digit Plus 6-Digit Addition with NO Regrouping
7-Digit Plus 7-Digit Addition with NO Regrouping
8-Digit Plus 8-Digit Addition with NO Regrouping
9-Digit Plus 9-Digit Addition with NO Regrouping

Horizontally arranged addition

Horizontal addition can encourage students to use mental math or other strategies to add numbers. One of the most common mental math strategies for addition is a left-to-right (also called front end) addition strategy. This involves adding the greater place values first. Other strategies for adding multi-digit numbers include using base ten blocks or other manipulatives, number lines, decomposing numbers and adding the parts, and using a calculator.

Adding to 20 with the Second Addend Greater
2-Digit Plus 2-Digit Horizontal Addition with no Regrouping
2-Digit Plus 2-Digit Horizontal Addition with some Regrouping
3-Digit Plus 2-Digit Horizontal Addition
3-Digit Plus 3-Digit Horizontal Addition
Various-Digit (2 to 3) Horizontal Addition
4-Digit Plus 3-Digit Horizontal Addition
4-Digit Plus 4-Digit Horizontal Addition
Various-Digit (2 to 4) Horizontal Addition
Adding 3 Two-Digit Numbers Horizontally
Adding 4 Two-Digit Numbers Horizontally
Adding 5 Two-Digit Numbers Horizontally
Adding 10 Two-Digit Numbers Horizontally

Adding

focus numbers greater than 9

These worksheets include numbers greater than the ones further up the page.

25 Adding 10’s Questions
50 Adding 10’s Questions
50 Adding 11’s Questions
50 Adding 12’s Questions
50 Adding 13’s Questions
50 Adding 14’s Questions
50 Adding 15’s Questions
50 Adding 16’s Questions
50 Adding 17’s Questions
50 Adding 18’s Questions
50 Adding 19’s Questions
50 Adding 20’s Questions

Multi-Digit Addition with

Comma-Separated Thousands

Using a comma to separate thousands is the most common way to format large numbers in the English world.

Adding 4-Digit Numbers (Comma Separated)
Adding 5-Digit Numbers (Comma Separated)
Adding 6-Digit Numbers (Comma Separated)
Adding 7-Digit Numbers (Comma Separated)
Adding 8-Digit Numbers (Comma Separated)
Adding 9-Digit Numbers (Comma Separated)
Adding 4-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 5-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 6-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 7-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 8-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 9-Digit Numbers with ALL Regrouping (Comma Separated)
Adding 4-Digit Numbers with NO Regrouping (Comma Separated)
Adding 5-Digit Numbers with NO Regrouping (Comma Separated)
Adding 6-Digit Numbers with NO Regrouping (Comma Separated)
Adding 7-Digit Numbers with NO Regrouping (Comma Separated)
Adding 8-Digit Numbers with NO Regrouping (Comma Separated)
Adding 9-Digit Numbers with NO Regrouping (Comma Separated)

Multi-Digit Addition with

Space-Separated Thousands

Using a space to separate thousands in large numbers is common in some languages. In the English world, you will most likely find Canadians formatting their numbers in this way.

Adding 4-Digit Numbers (Space Separated)
Adding 5-Digit Numbers (Space Separated)
Adding 6-Digit Numbers (Space Separated)
Adding 7-Digit Numbers (Space Separated)
Adding 8-Digit Numbers (Space Separated)
Adding 9-Digit Numbers (Space Separated)
Adding 4-Digit Numbers with ALL Regrouping (Space Separated)
Adding 5-Digit Numbers with ALL Regrouping (Space Separated)
Adding 6-Digit Numbers with ALL Regrouping (Space Separated)
Adding 7-Digit Numbers with ALL Regrouping (Space Separated)
Adding 8-Digit Numbers with ALL Regrouping (Space Separated)
Adding 9-Digit Numbers with ALL Regrouping (Space Separated)
Adding 4-Digit Numbers with NO Regrouping (Space Separated)
Adding 5-Digit Numbers with NO Regrouping (Space Separated)
Adding 6-Digit Numbers with NO Regrouping (Space Separated)
Adding 7-Digit Numbers with NO Regrouping (Space Separated)
Adding 8-Digit Numbers with NO Regrouping (Space Separated)
Adding 9-Digit Numbers with NO Regrouping (Space Separated)

Multi-Digit Addition with

Period-Separated Thousands

Using a period as a thousands separator is not generally seen in English-speaking countries, but since there are people from around the world who use these addition worksheets, they are included.

Adding 4-Digit Numbers (Period Separated)
Adding 5-Digit Numbers (Period Separated)
Adding 6-Digit Numbers (Period Separated)
Adding 7-Digit Numbers (Period Separated)
Adding 8-Digit Numbers (Period Separated)
Adding 9-Digit Numbers (Period Separated)
Adding 4-Digit Numbers with ALL Regrouping (Period Separated)
Adding 5-Digit Numbers with ALL Regrouping (Period Separated)
Adding 6-Digit Numbers with ALL Regrouping (Period Separated)
Adding 7-Digit Numbers with ALL Regrouping (Period Separated)
Adding 8-Digit Numbers with ALL Regrouping (Period Separated)
Adding 9-Digit Numbers with ALL Regrouping (Period Separated)
Adding 4-Digit Numbers with NO Regrouping (Period Separated)
Adding 5-Digit Numbers with NO Regrouping (Period Separated)
Adding 6-Digit Numbers with NO Regrouping (Period Separated)
Adding 7-Digit Numbers with NO Regrouping (Period Separated)
Adding 8-Digit Numbers with NO Regrouping (Period Separated)
Adding 9-Digit Numbers with NO Regrouping (Period Separated)

Large-Print Multi-digit Addition

For various reasons, sometimes you need addition questions in a larger font. These should fit the bill.

LP 2-digit Plus 1-digit Addition with SOME Regrouping
LP 3-digit Plus 1-digit Addition with SOME Regrouping
LP 4-digit Plus 1-digit Addition with SOME Regrouping
LP Various Plus 1-digit Addition with SOME Regrouping
LP 2-digit Plus 2-digit Addition with SOME Regrouping
LP 3-digit Plus 2-digit Addition with SOME Regrouping
LP 4-digit Plus 2-digit Addition with SOME Regrouping
LP Various Plus 2-digit Addition with SOME Regrouping
LP 3-digit Plus 3-digit Addition with SOME Regrouping
LP 4-digit Plus 3-digit Addition with SOME Regrouping
LP 4-digit Plus 4-digit Addition with SOME Regrouping
LP 5-digit Plus 5-digit Addition with SOME Regrouping
LP 6-digit Plus 6-digit Addition with SOME Regrouping
LP Adding 2-Digit Numbers with ALL Regrouping
LP Adding 3-Digit Numbers with ALL Regrouping
LP Adding 4-Digit Numbers with ALL Regrouping
LP Adding 5-Digit Numbers with ALL Regrouping
LP Adding 6-Digit Numbers with ALL Regrouping
LP 2-Digit Plus 2-Digit Addition with NO Regrouping
LP 3-Digit Plus 2-Digit Addition with NO Regrouping
LP 3-Digit Plus 3-Digit Addition with NO Regrouping
LP 4-Digit Plus 3-Digit Addition with NO Regrouping
LP 4-Digit Plus 4-Digit Addition with NO Regrouping
LP 5-Digit Plus 5-Digit Addition with NO Regrouping
LP 6-Digit Plus 6-Digit Addition with NO Regrouping
LP 2-Digit Addition with Sums up to 99 (25 Questions)
LP 2-Digit Addition with Sums up to 99 (12 Questions)

Various Other Addition Worksheets

Column Addition Worksheets

Column addition is not just an exercise in accounting, it also develops mental addition skills that are useful in everyday life. Various strategies are available for adding columns of numbers. The traditional method is to use a pencil and paper approach, also known as right-to-left addition, where students add and regroup starting with the smallest place (ones in this case) and proceed up to the greatest place. A mental approach might involve students going from left-to-right where the greater place is added first. This is easier to keep track of in your head, but does require the occasional adjustment in previous answers. An example is to add 345 + 678 + 901. First add the 300, 600 and 900 to get 1800, then add 40, 70 and 0 in turn to get 1910, then deal with the 5, 8 and 1 to get 1924. Along the way you had to adjust your total, but keeping a running total in your head is a lot easier than transfering a pencil and paper method into your head.

Adding Three Single-Digit Numbers Adding Four Single-Digit Numbers Adding Five Single-Digit Numbers Adding Six Single-Digit Numbers Adding Three Two-Digit Numbers Adding Four Two-Digit Numbers Adding Five Two-Digit Numbers Adding Six Two-Digit Numbers Adding Three Three-Digit Numbers Adding Four Three-Digit Numbers Adding Five Three-Digit Numbers Adding Six Three-Digit Numbers Adding Three Four-Digit Numbers Adding Four Four-Digit Numbers Adding Five Four-Digit Numbers Adding Six Four-Digit Numbers Adding Three Various-Digit Numbers Adding Four Various-Digit Numbers Adding Five Various-Digit Numbers Adding Six Various-Digit Numbers

Adding With Grid Support

Adding with grid support helps students who have trouble lining up place values themselves. Perhaps with a little practice, they might get a better understanding of not only lining up the place values, but why this is done. Pointing out that the 5 in 659 means 50, for example, is useful in helping students understand place value as it relates to addition.

Adding 2-Digit + 2-Digit Numbers on a Grid (2 Addends)
Adding 3-Digit + 3-Digit Numbers on a Grid (2 Addends)
Adding 3-Digit + 2-Digit Numbers on a Grid (2 Addends)
Adding 4-Digit + 4-Digit Numbers on a Grid (2 Addends)
Adding 4-Digit + 3-Digit Numbers on a Grid (2 Addends)
Adding 4-Digit + 2-Digit Numbers on a Grid (2 Addends)
Adding 5-Digit + 5-Digit Numbers on a Grid (2 Addends)
Adding 5-Digit + 4-Digit Numbers on a Grid (2 Addends)
Adding 5-Digit + 3-Digit Numbers on a Grid (2 Addends)
Adding 5-Digit + 2-Digit Numbers on a Grid (2 Addends)
Adding Various Digit Numbers on a Grid (2 Addends)
Adding 2-Digit Numbers on a Grid (3 Addends)
Adding 3-Digit Numbers on a Grid (3 Addends)
Adding 4-Digit Numbers on a Grid (3 Addends)
Adding 5-Digit Numbers on a Grid (3 Addends)
Adding Various-Digit Numbers on a Grid (3 Addends)
Adding 2-Digit Numbers on a Grid (4 Addends)
Adding 3-Digit Numbers on a Grid (4 Addends)
Adding 4-Digit Numbers on a Grid (4 Addends)
Adding 5-Digit Numbers on a Grid (4 Addends)
Adding Various-Digit Numbers on a Grid (4 Addends)
Adding 2-Digit Numbers on a Grid (5 Addends)
Adding 3-Digit Numbers on a Grid (5 Addends)
Adding 4-Digit Numbers on a Grid (5 Addends)
Adding 5-Digit Numbers on a Grid (5 Addends)
Adding Various-Digit Numbers on a Grid (5 Addends)

Adding With

Games

These adding worksheets also help students develop mental addition skills, but use a game context for familiarity and interest. For the adding with playing cards worksheets, a Jack is counted as 11, a Queen as 12, a King as 13 and an Ace as 1. Playing math games while enjoying some social time with their friends is a great way to develop strategic thinking and math fluency in children.

Adding 2 Playing Cards
Adding 3 Playing Cards
Adding 4 Playing Cards
Adding 5 Playing Cards
Adding 6 Playing Cards
Adding 7 Playing Cards
Adding 8 Playing Cards
Counting Cribbage Hands Identify and Count Yahtzee! Combinations

Adding complements of various amounts

Finding complements of numbers can help students a great deal in developing mental arithmetic skills and to further their understanding of number.

Adding Complements of 9 (Blanks in First or Second Position Mixed)
Adding Complements of 9 (Blanks in First then Second Position)
Adding Complements of 9 (Blanks in First Position Only)
Adding Complements of 9 (Blanks in Second Position Only)
Adding Complements of 9 (Blanks in Any Position, Including Sums)
Adding Complements of 99
Adding Complements of 999
Adding Complements of 10 Adding Complements of 100 Adding Complements of 1000 Adding Complements of 11 (Blanks in First or Second Position Mixed)
Adding Complements of 11 (Blanks in First then Second Position)
Adding Complements of 11 (Blanks in First Position Only)
Adding Complements of 11 (Blanks in Second Position Only)
Adding Complements of 11 (Blanks in Any Position, Including Sums)

Adding

Doubles of Numbers

Using an adding doubles strategy can help students to process addition questions more quickly using mental math. To use this strategy, students must recognize that the two numbers are close to the same value (usually by one or two). They also must recognize by how much and whether it is greater or less than the first addend. A typical dialogue with the question, 15 + 16, might be, «I see that the second number is greater than the first number by 1. If I double the first number and add 1, I will get my answer. 15 doubled is 30 plus one is 31. 15 + 16, therefore, is 31.»

Adding Doubles (Up to 9) Adding Doubles Plus One (Up to 9) Adding Doubles Plus Two (Up to 9) Adding Doubles Minus One (Up to 9) Adding Doubles Minus Two (Up to 9) Adding Doubles Mixed Variations (Up to 9) Adding Doubles (Up to 15) Adding Doubles Plus One (Up to 15) Adding Doubles Plus Two (Up to 15) Adding Doubles Minus One (Up to 15) Adding Doubles Minus Two (Up to 15) Adding Doubles Mixed Variations (Up to 15) Adding Doubles (Up to 30) Adding Doubles Plus One (Up to 30) Adding Doubles Plus Two (Up to 30) Adding Doubles Minus One (Up to 30) Adding Doubles Minus Two (Up to 30) Adding Doubles Mixed Variations (Up to 30)

Adding in

other base number systems

Not commonly taught in modern schools, adding in other base number systems can stretch students’ minds and have quite a few important applications, especially in technology. For example, you will find binary, octal and hexadecimal systems are quite often used in computer technology. Quaternary numbers can be used in genetics to store DNA sequences. The duodecimal system is sometimes suggested as a superior system to the decimal system

Adding Binary Numbers (Base 2)
Adding Ternary Numbers (Base 3)
Adding Quaternary Numbers (Base 4)
Adding Quinary Numbers (Base 5)
Adding Senary Numbers (Base 6)
Adding Octal Numbers (Base 8)
Adding Duodecimal Numbers (Base 12)
Adding Hexadecimal Numbers (Base 16)
Adding Vigesimal Numbers (Base 20)
Adding Hexatrigesimal Numbers (Base 36)
Adding Various Numbers (Various Bases)

Addition Worksheets

The addition worksheets on this page introduce addition math facts, multiple digit addition without regrouping, addition with regrouping (we used to call this ‘carrying’ in my day), addition with decimals and other concepts designed to foster a mastery of all things addition. All of the worksheets include answer keys, and there are four versions of each worksheet with different problems.

One Minute Timed Addition Worksheets

104 Addition Worksheets

These addition worksheets are similar to the RocketMath, Wolf Swamp or Mastering Math Facts addition worksheets used at many schools. These are typically one minute, timed tests. Try my super entertaining online timer if you or your kids are into silly sounds!

Spaceship Math

Two Minute Tests

60 Addition Worksheets

These 80 and 100 problem addition worksheets are designed to incrementally build addition fact competency. Use these as two minute timed addition tests, which are great at-home practice even if your school is only doing one minute tests.

Two Minute Tests

Circle Addition Facts Worksheets

32 Addition Worksheets

These addition worksheets emphasize groups of related facts and there are variations with the facts in order to facilitate skip counting, or with random products that help facilitate fact memorization. Try the variations with all facts, or print the worksheets that focus only on specific families of multiplication facts that need more practice!

Addition Fact Circles

Spiral Addition Facts

52 Addition Worksheets

Tired of the same old math fact worksheets with rows and rows of problems? Time to try something unique. These worksheets present the addition facts in a spiral layout that provides fun a twist on memorization. They use the same fact layouts as the spaceship math addition worksheets above, so try the first two sets worksheets if you are looking for the full set of addition facts or practice without the easier problems, or look at the others for an incremental approach to learning the facts.

Spiral Addition Facts

Addition Sequence Facts

4 Addition Worksheets

These addition worksheets allow students to practice simple sequences of addition to arrive at a final answer to a problem. The worksheets start with very small addends and progress through multi-digit addition. They are a fun alternative to simple addition problems that keep the addition skills moving along!

Sequence Addition Worksheets

Bullseye Addition

8 Addition Worksheets

Get on target with those addition math facts! These fun worksheets provide some additional kinesthetics over and above your usual math fact practice. Hopefully you will find these addition worksheets are spot-on when you need a change of pace!

Bullseye Addition

Dice Addition

8 Addition Worksheets

Dice Addition

Place Value

20 Addition Worksheets

These place value addition worksheets are good first steps towards multi-digit addition problems. These problems require students to add multi-digit values without combining anything in each place value column.

Place Value

No Carry

8 Addition Worksheets

These addition worksheets contain multi-digit addition problems without regrouping. Getting comfortable with these will prepare students for full multi-digit addition where regrouping (carrying) is required to find the sum.

No Carry

Multi-Digit Addition Worksheets

24 Addition Worksheets

Each of these addition worksheets provide exercises for progressively more complex types of addition problems with multiple digit addends, as well as problems with more than two addends.

More Complex

Applications

20 Addition Worksheets

These addition worksheets provide sample programs that should help develop skills for specific applications of addition (addition with time, money, multiples of 5, etc. )

Applications

Addition with Decimals

16 Addition Worksheets

One digit (tenths) and two digit (hundredths) addition worksheets.

Addition with Decimals

Addition Multiples

24 Addition Worksheets

Addition worksheets that introduce multiples and skip-counting. These addition worksheets are an excellent stepping stone to multiplication.

Addition Multiples

Doubling Addition

60 Addition Worksheets

Practice addition worksheets for doubling values. Includes worksheets for single digit addition, two digit addition that require no borrowing (mental addition) and for addition worksheets for factor of five. These addition worksheets are great tools for place-value concepts.

Doubling Addition

Addition Worksheets for Math Practice!

It all starts here with addition! Learning addition is the first step on your way to subtraction, and makes up the foundation of all of the strategies used to teach multiplication. These math fact timed tests and multiple digit addition problems should make up the core of your strategies for teaching addition concepts, but when you’re ready for alternative strategies:

Picture Math Addition
Addition Flash Cards
Addition and Subtraction Grid Puzzle Worksheets

Math Worksheets

Addition

This index page will link you to all types of addition worksheets, including basic facts, 2-digit addends, 3-digit addends, 4-digit addends, fraction addition, decimal addition, fact families, and money addition.

Addition: Basic Facts

Worksheets with basic, single-digit addition facts (sums up to 18).

Addition: 3-Digit Addends

Practice adding 3-digit numbers together with these printable worksheets, task cards, and games.

Addition: 4 and 5-Digit Addends

Challenge your students to solve addition problems with 4 and 5-digit numbers.

Addition: 3 or More Addends

Column addition problems with 3 or more addends of 1, 2, 3, and 4-digit numbers.

Addition and Subtraction Mix: Basic

The worksheets, flashcards, and number lines on this page have a mix of basic, single-digit addition and subtraction problems.

Addition: Fractions

Add fractions and mixed numbers with like denominators, as well as unlike denominators.

Addition Properties

These worksheets were made to teach students about the commutative and associative properties of addition.

Addition Squares

Build logical thinking skills with these addition square brainteaser worksheets.

Addition-Subtraction Fact Families

Basic fact family triangles, number bonds, and fact squares worksheets for addition and subtraction.

Addition: Sum Game (Basic addition)

On these printable game boards, students color pairs of numbers that equal a given sum.

Algebra & Pre-Algebra

Write algebraic expressions, learn to identify independent/dependent variables, solve for variables in equations, work with inequalities, and more.

Angles: Types and Measuring

Using protractors to find measurements of right, acute, and obtuse angles.

Angles: Complementary, Supplementary, Vertical

Download worksheets to practice geometry concepts related to vertical, complementary, and supplementary angles.

Area of Triangles

Use the formula A = 1/2 x (b x h) to calculate the area of triangles

Area Worksheets

Calculate the area (in square units) of the shapes on these worksheets.

Box Plots (Box-and-Whisker Diagrams)

Use these worksheets to help students learn about statistics and creating box-and-whisker plots. There are also worksheets on calculating Q1, Q3, median, minimum, and maximum values.

Calendars (Math)

Calendars to help students with years, months, weeks and days on a calendar.

Capacity Worksheets

Volume or capacity worksheets (gallons, quarts, pints, & cups).

Circles: Radius, Diameter, Circumference

Calculate the diameter and radius of circles; also includes circumference and area worksheets.

Color-by-Number Worksheets

Color the mystery pictures according to the number key at the bottom.

Counting Money (Australian)

Use these worksheets to practice counting Australian money.

Counting Money (Canadian)

Count toonies, loonies, quarters, nickels, and dimes with these Canadian currency worksheets.

Counting Money (UK Pounds)

Learn to count pounds and pence, coins used in the United Kingdom.

Counting Money (USA)

Practice counting American money (pennies, nickels, dimes, and quarters).

Counting Worksheets 0-30 (Very Basic)

Learn to count and write numbers up to 30.

Counting Worksheets (More Advanced)

Learn how to accurately count two, three, and four-digit numbers. Complete the number lines, tell what number comes before, and skip counting.

Daily Math Review

This page will link you to over 100 daily review practice worksheets («Math Buzz»), leveled for grades 1 through 5.

Daily Word Problems

This area has math daily word problems for grades 1 through 5. There are hundreds of graphical word problems for students to solve, with plenty of space to show their work.

Decimal Addition and Subtraction

Add and subtract decimal numbers with tenths, hundredths, and thousandths place values.

Decimal Division

Practice long division with decimal numbers.

Decimal Multiplication

Practice multiplication problems that have decimal factors and products.

Decimal Worksheets

Naming and working with decimal numbers.

Division Worksheets: Basic

Basic division facts worksheets, games, and activities.

Division Worksheets: Long Division

Long division worksheets with 2, 3, and 4-digit dividends.

Equations (Basic Algebra)

Learn to balance simple algebraic equations and find the value of variables.

Even and Odd Worksheets

Identifying odd and even numbers

Exponents Worksheets

Find the exponents of single-digit numbers on these printable worksheets and task cards.

Factoring Worksheets

Complete factor trees, find greatest common factors, and least common multiples.

Fraction Worksheets (Advanced)

Reducing fractions, ordering fractions, equivalent fractions, and comparing fractions.

Fraction Worksheets (Basic)

Identifying basic fractions, fraction strips, fraction manipulatives.

Fractions: Addition

Find sums of fractions and mixed numbers. Includes worksheets with like-denominator fractions, as well as unlike-denominator fractions.

Fractions: Division

Divide fractions and mixed numbers. Many of these worksheets include illustrated problems, graphical model problems, as well as word problems.

Fractions: Mixed Numbers

Practice basic mixed number skills.

Fractions: Multiplication

Multiply the fractions and mixed numbers. Many worksheets include models and diagrams, as well as word problems.

Fractions: Reciprocals

Print these worksheets to help students learn about reciprocal fractions.

Fractions: Subtraction

Practice subtracting fractions and mixed numbers. Includes like and unlike denominators.

Frames and Arrows Practice

Use frames and arrows activities to build up logical thinking skills.

Graphing: Bar Graphs

Read the bar graphs on the worksheets and answer questions.

Graphing: Line Graphs

Interpret the line graphs on the worksheets and answer questions.

Graphing: Line Plots

Line plots are a special type of number line that represents frequency of data.

Graphing: Pictographs

Study the pictographs on the worksheets and answer questions.

Graphing: Pie Graphs

Analyze the pie graphs on the worksheets and answer questions.

Greater than, Less than Worksheets

Compare numbers greater than, less than, and equal to.

Hundreds Charts

Use these helpful place value charts, hundreds charts, ninety-nines charts.

In and Out Boxes

Complete these printable input and output boxes, or rule boxes.

Inequalities

Solve and graph the inequalities. Includes single-variable, one-step, and two-step inequalities.

Integers (Basic)

Compare, order, add, and subtract the positive and negative numbers.

Least Common Multiple (LCM)

Determine the least common multiple of each set numbers

Lines, Segments, Rays

Learn about lines, line segments, rays, parallel lines, and perpendicular lines.

Math Crossword Puzzles

Solve the math problems and use the answers to complete the crossword puzzles.

Math Riddles

Solve the math problems to decode the answer to funny riddles. Includes a wide variety of math skills, including addition, subtraction, multiplication, division, place value, rounding, and more.

Math Story Passages

This page has a set of whole-page reading passages. Students use information from the passages to solve math problems. These are much longer than «regular» word problems.

Mean (Averages) Worksheets

Calculate the mean, or average, of numbers.

Mean, Median, Mode, and Range

Calculate the mode, median, mean, and range of the given numbers.

Measurement Index

Select the types of measurement worksheets you’re looking for, including linear measurement, capacity, and temperature.

Measurement: CM, MM, and M

Practice metric linear measurement: centimeters, millimeters, and meters.

Measurement: Feet, Yards, Inches

Learn American linear measurement; inches, feet, and yards.

Measurement: Grams and Kilograms

Measure the weight and convert to and from grams and kilograms.

Measurement: Liters and Milliliters

Estimate and convert capacity measurements in liters and milliliters.

Measurement: Pounds and Ounces

Measure the weight and convert to and from ounces and pounds.

Middle School Math

This index page will link you to dozens of middle school math topics on this site. Topics include inequalities, absolute value, algebra, and more.

Minute Math Drills

Drill-and-practice sheets for basic adding, subtracting, multiplying, and dividing.

Multiples

These worksheets will help students learn to find and identify multiples of numbers.

Multiplication (Properties)

Learn about the associative, distributive, commutative, and identity properties of multiplication.

Multiplication Tables

Print these multiplication charts and tables for students to use as reference.

Multiplication Worksheets: Advanced

Solve two and three-digit multiplication problems.

Multiplication Worksheets: Basic

Learn basic multiplication facts with these worksheets, mystery pictures, and games.

Multiplication-Division Fact Families

Basic number bonds, fact family worksheets and triangles for division and multiplication.

Multiplication: Lattice Multiplication

Multiply by 2, 3, or 4 digit numbers with a lattice grid.

Mystery Graph Art

Plot the ordered pairs to reveal mystery pictures.

Mystery Math Pictures

Solve the addition, subtraction, multiplication, and division facts to reveal a mystery picture.

Number Detective (Secret Numbers)

Students will used the clues posted each day to figure out the weekly secret number.

Number Lines

Printable number line worksheets for teaching counting, addition, subtraction, number patterns, fractions, and decimals.

Order of Operations

Practice order of operations: parenthesis and exponents, then multiply and divide, then add and subtract.

Ordered Pairs; Coordinate Planes

Coordinate planes and ordered pair worksheets.

Ordinal Numbers

Ordinal numbers define position in a series. (examples: first, second, third, fourth, etc.)

Patterns: Number

Students must list the numbers that come next in these patterns.

Patterns: Picture

Students determine which pictures come next in the patterns.

Percent Worksheets

Convert from decimal numbers and fractions to percents.

Perimeter Worksheets

Add to find the perimeters of polygons on these worksheets.

Place Value Worksheets

Finding the value of the underlined digit value; standard and expanded form; rounding.

Prime & Composite Numbers

Learn the differences between prime and composite numbers. Also, learn to identify and find prime numbers by factoring, or by using the Sieve of Eratosthenes.

Polygons Worksheets

Identifying and working with polygon shapes.

Probability Worksheets

Determine the probability of certain outcomes.

Puzzle Match Math Games

Printable puzzle pieces that you can cut out for students to match up. Great for learning centers, small group activities and independent practice.

Pythagorean Theorem

Find the lengths of the sides of a right triangle with the Pythagorean theorem formula.

QR Code Worksheets

Students use an iPad or smartphone to scan QR codes to complete or check problems on each of these math worksheets.

Ratios

Practice comparing pairs of quantities using ratios.

Reflection, Rotation, and Translation

Identify the reflected, rotated, and translated shapes.

Roman Numerals

Learn to read and write Roman numerals with these printable worksheets and activities.

Rounding Numbers Worksheets

Rounding numbers to the nearest tens and hundreds.

Scientific Notation

Learn to write numbers in scientific notation.

Secret Code Math

On these worksheets, students will use the key to decode the secret numbers in each addition, subtraction, multiplication, or division problem.

Similar and Congruent Worksheets

Identify similar and congruent shapes.

Skip Counting by 100s

Use these worksheets to teach students about skip counting by hundreds.

Skip Counting by 10s

Review counting by tens with these printables.

Skip Counting by 11s

Count elevens, multiply by elevens, and fill in missing numbers.

Skip Counting by 12s

Fill in empty boxes and word problems by counting by twelves.

Skip Counting by 25s

Skip counting by twenty-fives is important if you’re teaching your students to count money.

Skip Counting by 2s

Use these printables to teach students to skip count by intervals of two.

Skip Counting by 3s

The set of worksheets on this page will help students learn to count by threes.

Skip Counting by 4s

If you’re teaching students to count by fours, try these worksheets.

Skip Counting by 5s

When you teach students to count nickels or count by fives, these worksheets may be helpful to you.

Slides, Flips, and Turns Worksheets

Tell whether the shapes were flipped, slid, or turned.

Slope

On these worksheets, students will use graphs, ordered pairs, and tables to calculate the slopes of straight lines.

Solid Shapes Worksheets

Name the geometric solid shapes: rectangular prisms, cubes, spheres, and cylinders.

Special Numbers

These worksheets cover a variety of place value concepts, including even/odd, finding the value of digits, and writing numbers in expanded form.

Subtraction

Single and multi-digit subtractions. Includes 1, 2, 3, and 4-digit numbers. There are links to decimal and money subtraction too.

Subtraction: Basic

Practice basic, single-digit subtraction facts; concept and drill worksheets.

Subtracting Fractions

Practice subtracting fractions and mixed numbers with these printable worksheets and task cards.

Surface Area

Calculate the surface area of rectangular prisms and other three-dimensional shapes.

Symmetry Worksheets

Find the lines of symmetry, identify symmetrical figures, and complete the symmetrical shapes.

Tally Marks

Learn to count objects with tally marks.

Temperature Worksheets

Read the Celsius and Fahrenheit thermometers and state the temperature.

Ten-Frame Math

Printable ten-frame activities for teaching counting, basic addition, and simple subtraction.

Tessellation Worksheets

Teach students to recognize geometric tessellation of two-dimensional shapes.

Time Worksheets

Learn about telling time to the nearest minute, hour, and quarter hour.

Time: Elapsed Time

Determine the amount of time that has passed.

Venn Diagrams (Math)

This page has math Venn Diagram worksheets.

Volume — Graduated Cylinders

These worksheets feature pictures of graduated cylinders. Students must write the correct volume in milliliters.

Volume Worksheets

Calculate the volume of solid shapes. Includes volume «counting cubes,» rectangular prisms, cones, cylinders, and spheres.

Word Problem Worksheets (by Type)

Practice word problems for addition, subtraction, multiplication, and division.

Word Problem Worksheets (Mixed)

Review mixed word problem skills at different grade levels.

Word Problems (Multiple Steps)

These word problems have multiple steps, and require students to use critical thinking skills.

Math Index Pages

Addition Worksheets

Here you can link to all types of addition worksheets, including basic facts, fraction addition, 2-digit, 3-digit, and 4-digit addition.

Fraction Worksheets

Index of our basic and advanced-level fraction worksheets.

Geometry Worksheets

Learn area, perimeter, symmetry, polygons, solid shapes, and more.

Graphing Worksheets

Choose from pie graphs, bar graphs, and line graphs.

Skip Counting Worksheets

Count by 2s, 3s, 4s, 5s, 10s, 25s, or 100s.

Subtraction Worksheets

Here’s an index page that links to all of the subtraction sections of our website.

Math Skills Worksheets

This page contains only a partial index of the math skills worksheets on S.T.W.

Full Website Index

View the complete index of all Math, ELA, Spelling, Phonics, Grammar, Science, and Social Studies worksheets found on this website.

Addition Problems – Free Addition Problems for Kids – Math Blaster

Math Blaster has a large collection of addition worksheets, addition word problems and addition activities — all free, all printable. If you’re someone looking for resources to help kids practice addition, you’ve come to the right place.

Add the Slow Snails

‘Add the Slow Snails’ is a cute addition worksheet that’s replete with cute pictures of little snails! See more

More Numbers Make it Fun!

If your kids love solving addition worksheets, download and give her this one to solve! She’ll love the…See more

The more Addends, the more Fun!

We all know it get a little tougher as kids gravitate from one grade to another. This particular addition worksheet … See more

Add Here and There

Once elementary addition worksheets are mastered, kids can gradually gravitate towards such worksheets …See more

Add the Strawberries in the Bush

How many strawberries can you find in the bush? Download this free addition printable and ask them this question! See more

The Car Trains of Gridlokia

Help the traffic police manage Gridlokia’s traffic by solving the math problems and letting them know how many cars can be joined to form each train. See more

A Penny for Your Name

With values for each letter, students add the values of the letters in their names to find out whose name is the most valuable. See more

Beautiful Butterflies

In this math worksheet, students practice adding and subtracting to balance equations as they put each of the beautiful butterflies in their right places. See more

Boat Ride

In this math worksheet, students must figure out how many glasses of orange juice, grapefruit juice and apple juice to fetch for the passengers on the ferry. See more

Calculator Match

Test your mathematical ability by solving math problems and comparing your answers with the calculator’s in ‘Calculator Match’. See more

Up a Tree

Give kids some addition practice with ‘Up a Tree’, a fun addition worksheet for kids. See more

Ring Toss

Help kids sharpen their addition skills with ‘Ring Toss’, a challenging addition worksheet for kids. See more

Space Numbers

Help your kids understand the concept of fact families with ‘Space Numbers’, a fun worksheet on addition and subtraction fact families. See more

Bug Capture

Bug Capture is an addition game based on luck. Players roll two dice and add up the total, trying to get the right sum in each round. This game is perfect for practicing mental math. See more

Target 50

Target 50 is a challenging math game that can be used to help kids develop their problem solving skills, addition and subtraction skills and mental math skills. See more

Chain of Clues

In Chain of Clues, players must read the clues on each other’s shirts and figure out the answer to each one, collecting signatures as they solve the clues. There’s a lot of addition and subtraction involved, making this game great for practicing mental math. See more

Secret Code

It’s time to crack the code! Solve all the addition and subtraction problems in our free math worksheet and figure out the ‘Secret Code’! See more

Highway 99

Give kids some math practice by having them solve addition problems in ‘Highway 99’, our fun math activity for 1st graders. See more

Frankie Goes Shopping

Teach first graders to solve double-digit addition problems with ‘Frankie Goes Shopping’, a fun math activity for kids! See more

Even or Odd

Even or Odd is a fun printable card game, great for practicing mental math, addition and/or subtraction. See more

Add it Up!

Figure out how much equipment to order in our fun, free and printable addition worksheet for kids, ‘Add it Up!’. See more

Though addition problems are one of the first math problems a child encounters in school, kids continue to use this basic skill throughout their adult years. Further, as kids grow older they learn to add more and more complex mathematical numbers. But for this, it is essential that they have no difficulty solving basic addition problems.

Practicing Addition Problems

Addition is much like an introduction to mathematics. Children who have difficulty solving addition problems will find it very difficult to learn other skills in mathematics. This situation can be avoided by giving children plenty of opportunity to practice addition. Many websites have large collections of addition problems that vary in difficulty. Parents and teachers can use these problems to give students extra practice in addition.

Addition Word Problems

Addition word problems may be a bit trickier than simple addition problems because they require reading and comprehension skills apart from addition skills. In order to solve addition word problems, children must be able to understand how addition is used in everyday life. For most children, this concept is not difficult to understand at all. As with simple math problems, enough practice solving addition word problems will remove difficulties children may have with them. Parents can easily find large collections of addition word problems online for their kids.

Fun Games with Addition Problems

Many free online games are designed to allow children to learn while having fun. Fun math games can help young learners get extra math practice without them even realising it! Math games for younger kids include many addition problems that children must solve in order to advance in the game. Children can play these games to get practice solving addition problems. Improving math scores has never been this easy!

Addition Worksheets | Free — Distance Learning, worksheets and more: CommonCoreSheets

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Understanding Addition

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koa1Matching Addition ★

Each worksheet has 10 problems matching a numeric equation to a visual equation.

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One atta Time

Flash Cards

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Distance Learning

Select a Worksheet Version 1 Version 2 Version 3 Version 4 Version 5 Version 6 Version 7 Version 8 Version 9 Version 10Grab ’em AllCreate New Sheet

koa3Which Equals ★

Each worksheet has 8 problems determining which equations equal a number.

Each worksheet has 12 problems identifying the missing number.

Each worksheet has 20 problems finding 1 more or 1 less than a number.

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Distance Learning

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Select a Worksheet Version 1 Version 2 Version 3 Version 4 Version 5 Version 6 Version 7 Version 8 Version 9 Version 10Grab ’em AllCreate New Sheet

koa4Adding to Ten ★

Each worksheet has 20 problems finding the missing number that makes 10.

Each worksheet has 18 problems breaking apart a two digit number into tens and ones.

Each worksheet has 20 problems counting up or down within 20.

Traditional Addition

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koa5Adding & Subtracting Within 5 ★M

Each worksheet has 16 problems adding within 5.

Each worksheet has 20 problems adding within 20.

Each worksheet has 20 problems finding the sum of numbers within 20.

Each worksheet has 20 problems finding the sum of numbers within 100.

Each worksheet has 20 problems adding (within 100) a 2 digit number and a multiple of ten.

Each worksheet has 20 problems adding a multiple of ten to a multiple of ten.

Each worksheet has 20 problems solving addition and subtraction problems.

Each worksheet has 20 problems adding and subtracting within 20.

Each worksheet has 20 problems finding the sum of numbers within 1,000.

Each worksheet has 20 problems with addends between 1,000 and 9,999.

Each worksheet has 15 problems solving mixed addition problems.

Each worksheet has 12 problems solving addition equations.

Each worksheet has 12 problems adding and subtracting.

Each worksheet has 15 problems finding the missing addend with the sum being less than 10.

Each worksheet has 20 problems adding a multiple of ten to a multiple of ten.

Each worksheet has 20 problems adding and subtracting with regrouping.

Word Addition

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koa2Word Addition Within 10 ★M

Each worksheets has 12 problems finding the result of an addition problem.

Finding Sum with Rounding

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Finding Sums with Rounding ★M

Each worksheet has 10 problems determining the sum with rounding to either tens or hundreds.

Multiple Addends

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1oa2Adding with Multiple Addends (3 Addends Less than 20) ★M

Each worksheet has 15 problems adding 3 digits. Sum is less than 20.

Each worksheet has 20 problems adding with twenty.

Each worksheet has 10 problems adding 3 digits. Sum is less than 20.

Each worksheet has 14 problems filling in a blank to make an equal problem.

Each worksheet has 14 problems adding three addends with each addend having two digits.

Each worksheet has 14 problems adding four addends with each addend having two digits.

Each worksheet has 10 problems with 3 addends with each addend between 100 and 999.

Addition Strategies

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1oa6Creating Tens ★

Each worksheet contains 7 problems breaking an addition problem into an adding with ten problem.

Each worksheet has 20 problems

Each worksheet has 20 problems finding the missing digit to make an equation true.

Each worksheet has 20 problems using rounding to find the sum mentally.

Each worksheet has 10 problems determining the sum with rounding to either tens or hundreds.

Each worksheet has 10 problems using a numberline to find the answer to a problem.

Each worksheet has 11 problems using addition place value strategies to solve.

Each worksheet has 20 problems determining the sign to make an equation true.

Each worksheet has 8 problems using an open numberline to find the difference.

Addition Drills

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1nbt5Finding Ten More and Ten Less ★

Each worksheet has 50 problems finding ten more or ten less than a two digit number.

Each worksheet has 50 problems adding and subtracting below 20.

Each worksheet has 100 problems finding 10 more, 10 less, 100 more and 100 less than a number between 100 and 900.

Each worksheet has 100 problems adding a number plus 9.

Each worksheet has 100 problems identifying what must be added to equal a multiple of 10.

Each worksheet has 100 problems ranging from 0+1 up to 0+10.

Each worksheet has 100 problems ranging from 1+1 up to 1+10.

Each worksheet has 100 problems ranging from 2+1 up to 2+10.

Each worksheet has 100 problems ranging from 3+1 up to 3+10.

Each worksheet has 100 problems ranging from 4+1 up to 4+10.

Each worksheet has 100 problems ranging from 5+1 up to 5+10.

Each worksheet has 100 problems ranging from 6+1 up to 6+10.

Each worksheet has 100 problems ranging from 7+1 up to 7+10.

Each worksheet has 100 problems ranging from 8+1 up to 8+10.

Each worksheet has 100 problems ranging from 9+1 up to 9+10.

Each worksheet has 100 problems ranging from 10+1 up to 10+10.

Each worksheet has 100 problems ranging from 1+1 up to 10+10.

Each worksheet has 100 problems ranging from 0+1 up to 0+10.

Each worksheet has 100 problems ranging from 1+1 up to 1+10.

Each worksheet has 100 problems ranging from 2+1 up to 2+10.

Each worksheet has 100 problems ranging from 3+1 up to 3+10.

Each worksheet has 100 problems ranging from 4+1 up to 4+10.

Each worksheet has 100 problems ranging from 5+1 up to 5+10.

Each worksheet has 100 problems ranging from 6+1 up to 6+10.

Each worksheet has 100 problems ranging from 7+1 up to 7+10.

Each worksheet has 100 problems ranging from 8+1 up to 8+10.

Each worksheet has 100 problems ranging from 9+1 up to 9+10.

Each worksheet has 100 problems ranging from 10+1 up to 10+10.

Each worksheet has 100 problems ranging from 1+1 up to 10+10.

Types of Addition and Subtraction Problems Samples use whole numbers

Overview

Join problems

Separate problems

Part-part-whole problems

Compare or equalize problems

Samples to classfiy

Join Problems

(start number + change number = sum or result)

Missing Sum or Result Unknown

(start number + change number = ____________)

Pete had 3 apples. Ann gave Pete 5 more apples, How many apples does Pete have now?

Sandi had 7 dimes. Mike gave her 4 more. How many dimes does Sandi have altogether?

Missing Change Addend Unknown

(start number + ____________ = sum or result)

Kathy had 5 pencils. How many more pencils does she have to put with them so she has 7 pencils altogether?

Sandi has 7 dimes. Mike gave her some more. Now Sandi has 11 dimes. How many did Mike give her?

Missing Start or Initial Addend Unknown

(____________ + change number = sum or result)

Bob got 2 cookies. Now he has 5 cookies. How many cookies did Bob have in the beginning?

Sandi has some dimes. Mike gave her 4 more. Now Sandi has 11 dimes. How many dimes did Sandi have to begin with?

Separate Problems

(start — change = difference or sum or result)

Resulting Difference or Sum Unknown

(start number + change number = ____________)

Sandi has 11 dimes. She gave 4 dimes to Mike. How many dimes does Sandi have now?

Joe had 8 marbles. Then he gave 5 marbles to Tom. How many marbles does Joe have now?

Missing Change Addend/Subtrahend Unknown

(start number + ____________ = difference or sum)

Sandi had 11 dimes. She gave some to Mike. Now she has 7 dimes. How many did she give to Mike?

Fred had 11 pieces of candy. He lost some of the pieces. Now he has 4 pieces of candy. How many pieces of candy did Fred lose?

Initial Addend/Minuend Unknown

(____________ + change number = difference or sum)

Sandi had some dimes. She gave 4 to Mike. Now Sandi has 7 dimes left. How many dimes did Sandi have to begin with?

Karen had some word problems. She solved 2 of them. She still has 3 word problems. How many word problems did she have to start with?

Part — Part — Whole Problems

(part + part = whole)

Missing Whole or Sum Unknown

(part + part = ____________

There are 6 boys and 8 girls on the volleyball team. How many children are on the team?

Bobbi has 3 dimes and Azzie has 5. If they put them together how many do they have?

Mike has 5 pennies and 10 dimes. How many coins does he have?

Mike has 5 dimes and Sandi has 10 dimes. They put there dimes into a piggy bank. How many dimes did they put into the bank?

Sara has 6 sugar donuts and 9 plain donuts. Then she puts them all on a plate. How many donuts are there on the plate?

Missing Part Unknown

(part + ____________ = whole) or
( ____________ + part = whole)

Carlos had 8 quarters in his pocket. He reaches in and pulls out four. How many are still in his pocket?

Brian has 14 flowers. Eight of them are red and the rest are yellow. How many yellow flowers does Brian have?

Bobbi and Sandi put 12 dimes into a change purse. Sandi put in 8. How many did Bobbi put in? or Mike and Sandi put 11 dimes into a piggy bank. Mike put in 7 dimes. How many dimes did Sandi put in?

Mike has 10 coins. 7 of his coins are dimes, and the rest are pennies. How many are pennies?

Joe and Tom have 8 marbles when they put all their marbles together. Joe has 3 marbles. How many marbles does Tom have?

Compare or Equalize Problems

(one value + or — difference = second value)

Difference Unknown

(one value + or — difference = second value)
(one value — second value = difference)

Joe has 3 balloons. His sister Connie has 5 balloons. How man more balloons does Connie have than Joe?

Janice has 8 sticks of gum. Tom has 2 sticks of gum. Tom has how many sticks less than Janice?

Mike has 11 dimes and Sandi has 5. How many more dimes does Mike have than Sandi?

Mike has 11 dimes. Sandi has 5 dimes. How many fewer dimes does Sandi have than Mike?

Larger Unknown

(one value + difference = second value)
(second value — difference = first value)

Luis has 6 goldfish. Carla has 2 more goldish than Luis. How many goldfish does Carla have?

Dad bought 18 bottles of milk on Sunday and on Monday he brought 6 bottles less. How many bottles did he bring on Monday?

Mike has 4 more dimes than Sandi. Sandi has 7 dimes. How many dimes does Mike have?

Sandi has 4 fewer dimes than Mike. Sandi has 7 dimes. How many dimes does Mike have?

Jane has 7 dolls. Ann has 3 dolls. How many dolls does Jane have to lose to have as many as Ann?

Connie has 13 marbles. If Jim wins 5 marbles, he will have the same number of marbles as Connie. How many marbles does Jim have?

Smaller Unknown

(one value + difference = second value)
(second value — difference = first value)

Maxine has 9 sweaters. She has 5 sweaters more than Sue. How many sweaters does Sue have?

Jim has 5 marbles. He has 8 fewer marbles than Connie. How many marbles does Connie have?

Sandi has 4 fewer dimes than Mike. Mike has 11 dimes. How many dimes does Sandi have?

Mike has 4 more dimes than Sandi. Mike has 11 dimes. How many dimes does Sandi have? Susan has 8 marbles.

Fred has 5 marbles. How many more marbles does Fred have to get to have as many marble s as Susan has?

Where would you put these?

There were 6 boys on the soccer team. Two more boys joined the team. Now there is the same number of boys as girls on the team. How many girls are on the team?

There were 11 glasses on the table. I put 4 of them away so there would be the same number of glasses as plates on the table. How many plates were on the table?

There were some girls in the dancing group. Four of them sat down so each boy would have a partner. There are 7 boys in the dancing group. How many girls are in the dancing group?

Jim has 7 quarters. Ann has 3 quarters. How many quarters does Jim have to spend to have as many as Ann?

Ideas originated from: Research on Whole Number Addition and Subtraction. Karen C. Fuson in Handbook of Research on Mathematics Teaching and Learning. Ed. Douglas A. Grouws. Macmillan Publishing Co. 1992.

Dr. Robert Sweetland’s notes
[Home: thehob.net ]

Lesson 22. problem solving. addition and subtraction table with the number 2 — Mathematics — Grade 1

Mathematics, Grade 1. Lesson 22

Problem solving. Addition and subtraction table with the number 2.

List of questions addressed in the lesson:

Drawing up addition and subtraction problems according to a drawing, diagram, table, table.
Solving problems in one action to increase (decrease) the number by several units.
Explanation based on the illustration of adding to the number by 2, subtracting from the number by 2.
Calculations of the form + 2, — 2.
Supplementing the conditions of the problems with missing data or a question.

Glossary on the topic

Task components — condition, question, solution, answer.

Addition and subtraction problems.

Task in the form of a diagram, table or diagram.

The relationship between the condition and the question of the problem.

Calculations of the form  + 2,  — 2.

Keywords

Text problem; the task; task question; the solution of the problem; addition to the number by 2; subtraction from the number by 2.

Basic and additional literature on the topic of the lesson :

Moro M. I., Volkova S. I., Stepanova S. V. Mathematics. Textbook. 1 class At 2 hours, part 1. — M .: Education, 2017. — p. 90 – 93.

2.MoroM. I., Volkova S. I. Mathematics workbook. 1 class 1 hour — M .: Enlightenment, — p. 35 – 36.

At the lesson we will learn how to make a table for adding and subtracting the number 2. We will learn to compose problems according to pictures and solutions, explain and justify the action chosen to solve the problem. Let’s solve problems in one action to increase (decrease) the number by several units.

Main content of the lesson

Read the entry:

A bird was sitting on a branch, two more flew to it.

Can this entry be called a task.

This is only a condition of the problem, no question.

Compose a question for the problem.

How many birds have become?

Solve the problem.

Two added to one makes three.

How to answer the problem question?

Answer: there are three birds on the branch.

9 flew to it0096


Conditions of the problem	sat on the branch, another 2.
Problem question	How many birds are there?
Problem solution.	1 + 2=3 (p.)	Answer: 3 birds.

Make another problem from this picture so that it can be solved by subtraction.

3 birds were sitting on a branch. Two birds have flown away. How many birds are left on the branch?

How to solve such a problem?

Subtract two from three and you get one.

How to answer the problem question?

Answer: there is only one bird left on the branch.


Condition of the problem	Three birds were sitting on a branch. Two birds have flown away.
Problem question	How many birds are left on the branch?
Problem solution.	3 — 2=1 (p.)	Answer: 1 bird.

What number did we add and subtract in these problems?

The number two

The theme of our lesson: “Problem solving. Addition and subtraction table with the number 2.

Look at the following picture and write the appropriate addition example.


2+2=4


2 + 2 = 4	4 — 2 = 2

Consider the following drawings. Write the appropriate addition and subtraction examples for each picture.


3 + 2 = 5	5 — 2 = 3

9000 9000 9 + 2 = 6,0004

,0005

9000 9000 9000 9000 9000 9000 6 — 2 = 4


5 + 2 = 7	7 — 2 = 5

00 9000 9000 9000 9000 9000 9000

096

6 + 2 = 8

— 2 = 6

9000 9000 + 2 = 9000

9000 9000 9000 9000 9000 9000 — 2 = 7


8 + 2 = 10	10 — 2 = 8

See what happened?

This is an addition and subtraction table with the number two. This table must be known by heart.

Look at the left column of the table, how was it compiled?

Two were added to the result.

And the right column?

Subtracted two from the result.

Look at the number series

It is very easy to add or subtract the number two with it.

When we add or subtract the number two, we jump over one number.

Try it yourself, add two to one.

We start moving from point one to the right, jump over one number, stop at point three, we get …

Three.


1 + 2 = 3	8 — 6 = 2

out of eight deduct two.

We start moving from point eight to the left, jump over one number, we get …

Six.


1 + 2 = 3	8 — 2 = 6

Parsing of training tasks.

Solve examples using the number series:

Answer:

Write down the missing numbers, fill in the chips with the appropriate color. Remember how they are compiled and fill in the tables for addition and subtraction with the number 2.

Answer:

Look at the picture. What expressions fit it.

Highlight matching expressions with color.

Answer:

Hint: think about what condition of the problem can be made according to the picture and what questions to answer.

Fill in the gaps so that the equalities are true.

Answer:

Solve math chains:

Answer:

Connect the dots in order. Who succeeded, write down the answer.

Answer: Elephant.

paint over the red color of the expression, the values of which are 6. Green — values of which are 7.

5 + 2

9000 9000 — 1

9000 9000 9000 + 1

7 + 2

8 — 1

6 — 2

6 — 0

9 — 2

9000 9000 9000 9000 9000 9000 9000 9000 5 + 1

4 + 2

0 + 7

Answer:

5 + 2

9000 9000 — 1 9 — 1 9 — 1

6 + 1

7 + 2

8 — 1

9000

9 — 2

8 — 2

5 + 1

4 + 2

Read the condition, the question of the problem and solve it.

They circle above the flowers.

And the same number of dragonflies.

How many insects circle over the flowers?

Answer:

Mark the correct answer.

How many triangles are in the picture:

Answer:

Find the pattern. Insert the missing trailer. Indicate the corresponding numbers on all trailers.

Answer:

Look at the picture. Paste the data into the empty boxes.

Answer:

Match the condition and the solution of the problems. Insert the missing words in the problem statements. Natasha had a It became 2 …. How many carrots did Natasha have?

4 + 2

Serezha had . It became 2 …. How many apples did Seryozha have?

3 — 2

Was in a vase. It became 2 …. How many daisies are in the vase?

5 — 2

There was . It became 2 …. How many cucumbers were on the plate? CONDITION

SOLUTION

Natasha had . It became 2 more. How many carrots did Natasha have?

4 + 2

Serezha had . It became 2 less. How many apples did Seryozha have?

3 — 2

Was in a vase. It became 2 less. How many daisies were in the vase?

5 — 2

There was . It became 2 more. How many cucumbers were on the plate?

4 + 2

Hint: the words greater than or less than.

Complete the table.

Three school environmental groups took part in the action «Plant a tree!». The table records the number of trees they planted. Mark with a sign which unit planted the most trees.

Answer:

Hint: first count how many trees each unit planted, and then tick off.

Look at the picture and choose the correct answer.

Will this money be enough to buy 2 small chocolates and a bun.

Answer:

Mathematics: lessons, tests, tasks.

Items

1. Start control
2. Color, shape, size
3. Item Comparison
4. Point, straight line, curve and segment
5. Features of polygons
6. Spatial and temporal representations
7. Combining objects into groups and pairs
8. Comparison (more, less, same)
9. Comparison and action marks
10. Addition
11. Subtraction
1. many and one
2. Number 1.
  
  Number 1
3. Number 2. Number 2
4. Number 3. Number 3
5. Number 4. Number 4
6. Number 5. Number 5
7. Numbering.
  
  How? 1 to 5
8. Examples for addition and subtraction from 1 to 5
9. Comparison of numbers from 1 to 5
10. Text problems (from 1 to 5)
11. Tasks for ingenuity (from 1 to 5)
1. Number 6.
  
  Number 6
2. Examples for the amount
3. Text problems (sum)
4. Points, lines, borders and areas
Commutative law of addition
1. Difference Examples
2. Text tasks (difference)
3. Line segment.
  
  Parts of a cut
4. Number 7. Number 7
5. Broken line. Polygons
6. Expressions
7. Number 9. Number 9
8. Parts of figures (parts and whole)
Addition table.

Numbers 1 to 9
1. Number 0. Number 0
2. Numbering. How? 0 to 10
3. Examples 0 to 10
4. Comparison of numbers from 0 to 10 and expressions
5. Text problems (from 0 to 10)
6. Tasks for ingenuity (from 0 to 10)
7. Equal figures.
  
  Numbering (alphabetic, Roman)
Enlarge/reduce by…
1. Measure of length — centimeter
2. Measure of length — decimeter
3. Weight
4. Volume
How much more? How much less?
1. Counting in tens
2. Counting round numbers
1. Numbering.
  
  How? 11 to 20
2. Examples 11 to 20
3. Comparisons of numbers from 11 to 20
4. Tasks for comparison
5. Text problems (from 11 to 20)
6. Tasks for ingenuity (from 11 to 20)
7. Solving compound problems
8. The equation
9. Two-digit numbering
10. Addition and subtraction of two-digit numbers
11. Addition table within 20

Numbers from 20 to 100.

Numbering. Numbers and numbers
1. Associative law of addition. Parentheses
2. Addition table. Numbers 0 to 18
3. Subtract the amount from the number
4. Rules for adding and subtracting numbers within 20 with a transition through a dozen
5. Adding and subtracting numbers within 100 without going through ten
6. Rules for adding and subtracting numbers within 100 with a transition through a dozen
7. Rules for adding and subtracting numbers within 100
1. Finding the perimeter
2. Solving problems in two steps
1. Measure of length — meter
2. Kilogram
3. Liter
1. Equation (sum)
2. Equation (difference)
1. Concept of multiplication
2. Commutative law of multiplication
3. Multiplication by 2 (table)
4. Multiply by 3 (table)
5. Multiplication by 4 (table)
6. Multiply by 5 (table)
Division
Even and odd numbers
1. Expressions without brackets
2. Expressions with brackets
1. Learn about the beam
2. Figure angle and its characteristics
3. Characteristics of right, obtuse and acute angles
1. Digital Olympiad
2. International Olympiad YaKlass

1. Zoom in.
  
  .. Zoom in… Zoom out… Zoom out…
2. More by… More by… Less by… Less by…
1. Multiply by 6 (table)
2. Multiplication by 7 (table)
3. Multiply by 8 (table)
4. Multiply by 9 (table)
1. Finding the unknown multiplier
2. Finding an unknown dividend
3. Finding the unknown divisor
1. Polyline Properties
2. Triangles.
  
  Types of triangles
1. Multiplication and division by 0, 1, 10. Dividing a number by itself
2. Perform multiplication and division of a round number by a single digit
3. Rules for dividing a round number by a round number
1. Multiply the amount by the number
2. Multiply a two-digit number by a one-digit number
1. Rules for dividing a sum by a number
2. Rules for dividing a two-digit number by a one-digit number
3. Rules for dividing a two-digit number by a two-digit number
4. Rules for division with a remainder
1. Finding a fraction of a number
2. Compare shares
3. Finding a number by fraction
1. Three digit numbers.
  
  Numbering
2. Addition and subtraction of three-digit numbers
3. We perform multiplication and division of a three-digit number by a single-digit number
4. Relationship between quantities
Calendar
1. Numbering
2. Rules for adding and subtracting multi-digit numbers
3. Rules of the associative law of multiplication
4. Multiplying and dividing numbers by 10, 100, 1000
5. Round numbers (multiplication and division)
1. Time units (hour, minute, day)
2. Millimeter
3. Kilometer
1. Finding the area of a figure, a rectangle
2. Area units
1. Digital Olympiad
2. International Olympiad YaKlass

1. Solution of inequality.
  
  Sets of Solutions
2. Signs ⩽ and ⩾
3. double inequality
4. Estimated amount
5. Difference estimation
6. Evaluation of the work
7. Private valuation
8. Estimating the results of arithmetic operations
1. Multiplication by a single number.
  
  Distributive law of multiplication with respect to addition
2. Multiply a round number by a single number
3. Performing multiplication by a round number
4. Performing multiplication of round numbers
5. Performing a two-digit multiplication
6. Performing a three-digit multiplication
1. Dividing a multi-digit number by a single-digit number
2. Dividing a round multi-digit number by a single-digit number
3. Division of a multi-digit number by 10, 100, 1000 with a remainder
4. Dividing a multi-digit number with a remainder by a single-digit number
5. Divide a 3 digit number by a 2 digit number
6. Division with a remainder of a three-digit number by a two-digit number
7. Dividing a multi-digit number by a two-digit number
8. Division with a remainder by a two-digit number
9. Perform division by a three-digit number
10. Division with a remainder by a three-digit number
11. Dividing a round number by a round number
1. Time units.
  
  Minute. Second
2. Units of mass and area. Hectare. Centner. Ton
3. Approximate calculation of areas
4. Area of a right triangle
1. Interest
2. The concept of a fraction
3. Compare fractions
4. Fractions.
  
  Finding a part of a number
5. Fractions. Finding a number by its part
6. Division and fractions
7. Finding the part of one number from another
8. Addition of fractions
9. Subtraction of fractions
10. Proper and improper fractions
11. Correct and incorrect parts of quantities
12. Tasks in parts
13. Mixed numbers.
  
  Extracting the integer part from an improper fraction
14. Converting a mixed number to an improper fraction
15. Addition through 1
16. Subtraction with transition through 1
17. Properties of actions with mixed numbers.
  
  Problem solving
1. Scales
2. number beam
3. coordinate beam
4. Distance between points of the coordinate beam
5. Movement along the coordinate beam
6. Approach speed
7. Removal speed
8. Solving problems for finding speed, time, distance
9. Solving problems on finding work, time, productivity
10. Solving problems to find the price, quantity, cost
11. Operations with composite named numbers
12. New area units
1. Digital Olympiad
2. International Olympiad YaKlass

1. Decimal number system.
  
  Roman numeration
2. Numeric and alphabetic expressions
3. Basic geometric concepts: straight line, segment, ray, polyline, rectangle
4. Definition of a coordinate beam
5. Rounding numbers.
  
  Estimating and evaluating the results of calculations
6. Laws of arithmetic operations. Multi-Digit Calculations
7. Solving text problems in an arithmetic way
8. Formulas. Equations. Expression simplification
9. Mathematical language and mathematical model
1. Division with remainder.
  
  The concept of an ordinary fraction
2. Basic property of a fraction. Reduction and expansion of fractions
3. Proper and improper fractions. Mixed numbers. Concept, writing and reading
4. Comparison of ordinary fractions
5. Addition and subtraction of common fractions and mixed numbers
6. Multiplication and division of an ordinary fraction by a natural number
7. Finding a part of a whole and a number by its part
8. Geometric concepts: circumference and circle
1. Corner.
  
  Angle measurement
2. Angle bisector. Angle bisector property
3. Triangle. Area of a triangle
4. property of the angles of a triangle. Dimensions of objects of the surrounding world (scale)
5. Distances between two points.
  
  Scale. Scale types
6. Perpendicularity of lines. The distance from a point to a line. Midperpendicular
1. The concept of decimal fraction. Representing a decimal as a fraction and vice versa
2. Decimals. Comparison
3. Decimals.
  
  Addition and subtraction
4. Decimals. Multiplication
5. Degree with a natural indicator
6. Decimals. Arithmetic mean, division by a natural number
7. Decimals.
  
  Decimal division
8. Interest. Tasks for percentages: finding a percentage of a value and a value by its percentage
1. Rectangular parallelepiped. Definition, properties
2. Rectangular parallelepiped. Scan
3. Rectangular parallelepiped.
  
  Volume
1. Digital Olympiad
2. International Olympiad YaKlass
1. Solve and get TOP points!

1. Divisibility of natural numbers
2. Signs of divisibility by 2, 3, 5, 9, ten
3. Prime and composite numbers.
  
  Decomposition of a natural number into prime factors
4. Greatest Common Divisor and Least Common Multiple
1. Positive and negative numbers. Definition of a coordinate line
2. opposite numbers. The absolute value of a number. Integers and rational numbers
3. Comparison of rational numbers
4. Addition of rational numbers using the coordinate line
5. Algebraic sum.
  
  Properties
6. Algebraic sum of rational numbers with the same signs
7. Algebraic sum of rational numbers with different signs
8. Multiplication and division of rational numbers
9. Multiplication and division of ordinary fractions
10. Fractional Expressions
11. Coordinates.
  
  Coordinate plane, point coordinates
1. The ratio of two numbers
2. Proportion. Basic property of proportion
3. Direct and inverse proportionality
4. Solving Problems with Proportions
5. Miscellaneous tasks
1. Simplifying expressions, expanding parentheses
2. Solving linear equations
3. Stages of solving linear equations
1. Basic concepts and facts of the geometry course
2. Parallelism of lines
3. Central and axial symmetry
4. Circle and circle.
  
  Pi. Circumference. Area of a circle
5. Visual representations of the ball, sphere. Formulas for the surface area of a sphere and the volume of a sphere
1. Digital Olympiad
2. International Olympiad YaKlass

Collection of interactive models

entertaining tasks and examples in pictures with answers and solutions

Entertaining
mathematics

Grade 1

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Simple addition and subtraction
Enlargement, reduction by several
units
Composite tasks
Text logic and
math
Examples for addition and
subtraction for 1st grade
Math puzzles
for 1st class

Addition and Subtraction Problems

Simple problem of finding
sums

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Three girls took 1 balloon in each hand.
How many balls do they have?

Watch
answer

Answer:

Mindfulness task

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There are two sweets, one cake and three pears on the plate.

How many fruits are on the plate?

Watch
answer

Answer:

Subtraction problem

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There were 7 liters of water in a 12-liter barrel, and 8 liters in a bucket.
Water from a bucket filled the barrel to the top.

How many liters of water are left in the bucket?

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We have everything you were looking for

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Tasks to increase and decrease the number by several units

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Answer:

5 apples.

Age problem

Yura was born 2 years earlier than Vanya.
Yuri is now 5 years old.

How old is Vanya?

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Answer:

Finding the Unknown
term and difference

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An evil virus hid the numbers in the examples.
Put the correct numbers back in their places.

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Answer:

2 + 3=5
3 − 2 = 1

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Entertaining
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Entertaining
tasks for first graders: addition and subtraction up to 10.

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Compound tasks for first graders

Tasks in two or three actions develop memory, logic and mathematical speech.

Composite difference problem
comparison

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Condition:
The purple monster ate 4 whole oranges, and the red monster ate 7 halves of the same
oranges.

Question: Who
ate more oranges?

Show
solution

Answer:

Violet.

Solution

1 whole orange = 2 halves.
4 whole oranges = 2 + 2 + 2 + 2 = 8 halves.

8 > 7 means Purple ate more than Red.

Multi-action task on
balancing

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Condition:
A rabbit is 2 kg lighter than a puppy.

Questions: What
the scale will be higher if the puppy is placed on the left side of the scale, and the rabbit on
right? How after that you need to place the weights on the scales so that they come to
equilibrium?

Find out the answer and
solution

Solution

1. A rabbit is lighter than a puppy, so the right one is lighter.
the bowl with the rabbit will rise up.

2. In order for the balance to balance, the weight on the bowl
rabbit should be 2 kg heavier than the kettlebell that
we will add to the puppy.

It turns out that you need to put on a bowl with a puppy
weight in 1 kg, and on a bowl with a rabbit — in 3 kg.

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Text Boolean

Fedya has equal number of sisters and brothers.

Who is more in the family: sons or daughters?

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answer

Answer:

more sons
(Fedya is also a son).

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Kolya and Nadia have the same items.
Anya has a jump rope.

Distribute items to all children.

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Answer:

Kolya and Nadi
— balls. Ira and Anya have jump ropes.

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Math tasks for logic

Task with figures on
verbal-logical thinking

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Condition:
The professor thought of a figure and gave two clues:
— it is not square and not blue;
— it is round or triangular.

Question: What
did the Professor guess?

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Answer:

orange
triangle.

Take
hint

Prompt

Solving similar mathematical puzzles
promotes the development of verbal-logical
thinking , trains possession skills
basic methods of thinking: highlighting essential
and insignificant features of objects, generalization,
comparison, derivation of the investigation and others.

Continue the pattern

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click Start!

Find a pattern and continue the series with numbers.

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Answer:

20.

Comment:

The difference between each successive number and the previous one
increases by 1 (+1, +2, +3…).

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Simple problems for 5-6 years —

Contents

Simple problems for 5-6 years

Sasha is taller than Misha, but shorter than Vasya. Who is the lowest?

Masha turned 5 years old two years ago, and Vanya will be 7 years old in a year. Which one is older?

Several birds were sitting on a branch. Then four flew away, and only 2 birds remained. How many were there at the beginning?

Chickens were walking around the fence. I see that there are 6 chicken legs. How many chickens are there?

Cats and hens walked around the fence, and in total they had 8 legs. How many chickens could there be, and how many cats?
What if they only have 2 heads? 3 heads? 4 heads?

One car has 4 wheels. How many wheels do two cars have? Three cars?

Sasha and Mitya draw with red and blue pencil. Sasha doesn’t paint in blue.
What color does Mitya draw?

The cat is walking from the sixth floor to the third. Where does it go, up or down?

Vanya thought of a number. It is greater than 6 but less than 8. What is this number?

Playing in a store — we buy toys for fun, counting coins, discussing change

Playing in a cafe — everyone decides what to buy and calculates the amount — how much it will cost

One corner of a square table has been sawn off. How many corners does this table have now? Draw a picture to explain your answer.

Mathematics for children aged 5-6

The requirements of the modern school curriculum are such that by the time a child enters the first grade, elementary mathematical concepts must be formed. These include knowledge of numbers and basic signs, the ability to count within ten and cope with simple math problems in which children 5-6 years old need to perform addition and subtraction. At the same time, as you know, preschoolers learn much faster and easier information that is presented in a playful way. The specialists of the Razumeikin development site sought to take these factors into account when preparing online tasks for teaching mathematics to children aged 5. All exercises are presented in an easy and interesting way.

The section «Other Mathematical Concepts» introduces the child to the basic signs («greater than», «less than» and «equal to») and teaches them how to use them. With the help of our site, you can easily and productively study. Completing tasks in mathematics, preschoolers of 6 years old learn ordinal counting and the basics of measuring length, mass and volume. The children learn to understand and analyze the dependence of the measurement result on the size of the measure. Tasks within the framework of the online math training program for children aged 5-6 give an idea of the basic geometric shapes and bodies in pictures, as well as an elementary concept of tables.

When developing a set of exercises for toddlers of senior preschool age, our specialists tried to make them not only as understandable and exciting as possible, but also really useful in practical terms. Almost all online math tasks for children aged 6 are built in the form of a game and have detailed explanations. You can find them in the training video before the exercise. An explanation for the test tasks in the section «Mathematics for preschoolers 5-6 years old» is also given if the answer that the child derived turned out to be incorrect or insufficiently complete.

Features of the presentation of material

In order for the process of teaching mathematics to children of 6 years old not cause difficulties, the specialists of the developing site «Razumeikin» prepared special thematic pictures and voiced text for each task. And in some tasks even the motor sphere is involved. All exercises with pictures in the section «Mathematics for children 5 years old» can be performed online.

How are results evaluated?

For completing tasks in mathematics for preschoolers 5 years old, the Razumeykin website provides a whole system of rewards. We are convinced that it allows you to increase children’s interest in learning and form positive motivation.

Toddlers are rewarded for completing tasks in the Math for Preschoolers 5 Years section. Our website provides medals, cups, pennants and diplomas.

Almost all tasks-games in the section «Mathematics for children 6 years old» are evaluated depending on the attempt at which the child gave the correct answer. If necessary, you can return to the completed exercise. Having done the task in the section «Mathematics for preschoolers 5-6 years old» again, the child will be able to improve the previous result and get a higher reward.

Before starting the exercises in the section «Mathematics for children 5-6 years old», we recommend that you take a test. The results obtained will help to understand which topics will need to be discussed in more detail. In addition, parents will be able to determine which tasks in the section “Mathematics for preschoolers 6 years old” should be completed first.

Math for children 4, 5, 6, 7 years old

Here you can find a lot of useful materials on the topic «Math for children for children 4, 5, 6, 7 years old», which you can print on a printer and engage with children, both at home and in preschool and school institutions. Learning math in a playful way is a very interesting activity even for those children who do not show much love for learning. Also, such tasks are great for little fidgets who cannot sit in one place for 5 minutes. Each game task is designed for a younger child — it is designed in such a way that the child does not get tired, and at the same time receives a useful portion of knowledge and skills. The main thing is not to solve all the tasks at once, only one at a time!

Mathematics for children 4, 5, 6, 7 years old — choose a section for learning

Mathematics for children is presented here in several sections, each of which develops certain skills in teaching a child. For example, counting to 10 and 20 is designed for children who are learning to count objects, but still do not know numbers well and do not know how to solve mathematical expressions. In the section with tasks in mathematics, more complex tasks are presented, in which examples, tasks, and various tasks for adding, subtracting, dividing the number of objects into equal parts, etc. can be found. In tasks with geometric shapes, children will get acquainted with the shapes and names of geometric shapes, perform simple tasks to consolidate the learned material. Also, tasks with mathematical signs (greater than, less than, equals sign) are given separately.

Learn to Count to 10 — Fun Picture Activities

In this section, we learn to count to 10 with fun picture activities for preschoolers. Learning to count in a playful way is a very interesting activity even for those children who do not show much love for learning.

Learn to count to 20 — Game tasks in pictures

Here we learn to count to 20 by completing interesting game tasks in pictures. The activities below are suitable for children who have already mastered counting up to 10 and are starting to learn counting within 20.

Fun math pictorial tasks for kids

Here are some interesting and colorful math pictorial tasks for kids who are getting ready for school or are in 1st grade. Assignments can be very useful for teachers in kindergartens and elementary schools to teach children about mathematical expressions more effectively.

Geometric shapes for children — Interesting tasks

Here you can download and print geometric shapes for children in the form of interesting tasks in pictures, the implementation of which will not only benefit the child, but also a lot of fun.

Numbers for kids — Download, print and cut!

Numbers for children are presented here in various designs — numbers in the form of flowers, three-dimensional, gold, with various textures, ice, puzzle numbers, as well as simple numbers in black and red.

Mathematical signs and symbols — Picture tasks

Learning math signs and symbols with interesting picture tasks. By completing tasks, the child will learn to distinguish between greater than and less than signs, as well as plus, minus and equal sign.

Other interesting sections with mathematics

Educational games «Math for kids»

quick memorization of numbers, and also allow the child to understand the complex technology of counting for his age.

Math games for children from 4 to 6 years old

Games designed to prepare a preschooler for the first mathematical knowledge and numeracy. Here you will find interesting colorful games in which the child will need to find and count the specified number of objects or living beings. Children of this age really like to count, especially in a playful way.

Math examples online

A great opportunity for younger students to practice their knowledge of mathematics. After all, in these tasks you need to be able to quickly solve examples, because a certain time is allocated for the passage of each task. When the time runs out, then you are credited with points only for those examples to which the child managed to answer.

All educational materials presented in the section «Mathematics for children 4, 5, 6, 7 years old» are very useful for preschoolers to prepare for school, as well as for younger students to practice and test their knowledge.

Riddles in poetry and logical tasks for children aged 6-7 | Material on mathematics on the topic:

Tasks for logic. Grade 1 , , , , , , , , , , , , , How many socks did Nina’s grandmother knit?

Chickens walk around the yard. Petya counted 6 legs for all chickens. How many chickens?

Tolya has 2 pairs of mittens. How many mittens on the left hand?

What is the smallest number?

There are four children in the family: there are as many sisters as there are brothers and sisters. How many sisters?

From the barrel they took 2 times 2 full buckets of water. How many buckets of water did you take?

Kittens are sitting in a basket. All kittens have 3 pairs of ears. How many kittens are in the basket?

6 guys rode on the hill. The two left for lunch, but after dinner they returned to the hill. How many guys were on the hill?

Spider has 4 pairs of legs. How many legs does a spider have?

Yura has 3 dice and Serezha has 2 dice. There is a box on the table that contains 4 cubes. Will the boys be able to fit all their blocks into this box?

The beetle has 3 pairs of legs. How many legs does a beetle have?

There were 8 buds on the bush in the morning. By the middle of the day, all the buds have blossomed and become beautiful roses. How many buds are left unopened on this bush?

There are red and yellow apples in the bag. 4 red and 5 yellow apples were taken from the bag, and the bag was empty. How many apples were in the bag?

Dima won 2 games of chess against Alyosha, and Alyosha won 3 games. How many games did the boys play?

Each of the three adults leads two children by the hand. How many children go with all the adults?

How many whole loaves of bread can be made from six halves?

5 children are walking one by one along the road. Every boy, except the last, is followed by a girl. How many girls are walking down the road?

I came up with two numbers. When I added them up, I got 6. When I subtracted the other from one, I got 6 again. What are these numbers?

Box contains 8 cakes. How many cakes must be taken from the box so that there are 5 cakes left in it?

Katya thought of a number, added 5 to it and got 15. What number did Katya think of?

There are two children in the family. Sasha is Zhenya’s brother, but Zhenya is not Sasha’s brother. Could it be? Who is Zhenya?

There were 10 apples on the apple tree. The gardener allowed the children to pick 1 apple from the apple tree. There are 6 apples left on the apple tree. How many children were there?

The train consists of 10 cars. Petya got into the fifth car from the beginning of the train, and Fedya got into the fifth car from the end. Do they travel in the same carriage?

Chocolate bar consists of 6 square pieces. How many breaks do you need to make to break this tile into separate slices?

Peter is the son of Sergei, and Sergei is the son of Fedor. Who is Pyotr Fedor related to?

There are 3 more apple trees than pears in the garden. Apple trees 7. How many pears?

Several sheets fell out of the book. The first page that falls out is number 5, and the last page is number 10. How many sheets fell out of the book?

Zina has 4 postcards less than Galya. Zina has 6 postcards. How many postcards does Gali have?

My name is Ivan Sergeevich, and my grandfather (my father’s father) is Petr Nikolaevich. Write down the name and patronymic of my father.

The red cord is 1m longer than the green one and 2m longer than the blue one. The length of the green cord is 5m. Find the length of the green cord.

Hats hanging on a hanger; 1 more hats than berets. Hats 8. How many hats and how many berets?

The minuend is greater than the subtrahend by 2. What is the difference?

Guess how old my grandfather is if we celebrate his 70th birthday in 15 years.

The difference of two numbers is equal to the subtracted one. Think of such numbers and write an example.

The difference between two numbers is 0. Think of and write down an example.

Grandma put 12 pears on a plate. After the grandchildren took 1 pear from the plate, 8 pears remained. How many grandchildren does the grandmother have?

At a mathematics lesson Olga Petrovna asked Gosha to name all numbers less than 7, and Vitya — all numbers greater than 3 and less than 9. What identical numbers did the boys name?

Answers A

4 sock

3 chickens

2 mittens

Number 0, because of any natural number

2 sisters

2+2 = 4 buckets

3 kitten

6 children

8 feet

6 feet

4+5=9 apples

1+1+1=3 or 1+2=3

2+2+2=6 children 3

6 and 0

4 socks

3 chickens

2 mittens

Number 0, because of any natural number

2 sisters

2+2 = 4 buckets

3 kitten

6 children

8 legs

6 feet

4+5=9 apples

1+1+1=3 or 1+2=3

2+2+2=6 children

2 6 and 0

3 cakes

Number 10

Sister

four children

4 pears

3 sheets

10 Cards

Sergey Petrovich

5+1 = 6, 6-2 = 4M

31. 8-1 = 7, 7- 7- 7- 7- 7- 1=6 Answer: 7 hats and 6 berets

70-15=55(years)

6-3=3, 14-7=7 etc.

For example: 8-8 = 0

12-8 = 4 grandson

4, 5, 6.

Answers A

4 Noska

3 chickens

2 mittens

Number 0, because of any natural number

2 sisters

2+2 = 4 buckets

3 kitten

6 children

8 legs

6 feet

4+5=9 apples

1+1+1=3 or 1+2=3

2+2+2=6 children

6 and 3 cakes

Number 10

Sister

four children

Grandson

4 pears

3 sheets

10 postcards

Sergey Petrovich

5+1=6, 6-2=4m

8-900 caps and 6 berets

70-15=55(years)

6-3=3, 14-7=7 etc.

For example: 8-8=0

12-8=4 grandchildren

4, 5, 6.

How many left mittens and how many right mittens?

2. There were 7 benches in the park. 3 benches were replaced with new ones. How many benches are there in the park?

3. The apartment has 2 rooms. They made two out of one room. How many rooms are in the apartment?

4. Yura asked the library for Nafanya magazines from the second to the sixth issue. How many magazines did the librarian give him?

5. The apartment has 4 rooms. Two rooms were connected together and made one large room out of them. How many rooms are in the apartment?

6. Yulia counted 10 legs of all the chickens that were sitting in the basket. How many chickens were in the basket?

7. Tanya said that she had more than 4 dolls and less than 7. How many dolls could Tanya have?

8. Kolya is older than Seryozha, and Seryozha is older than Misha. Write down the name of the boy who is the youngest.

9. There were 8 green tomatoes on the windowsill. After 3 days they turned red. How many green tomatoes are left?

10. Rabbits sit in a cage so that their ears are visible. Vova counted 5 pairs of ears. How many rabbits are in a cage?

11. The blacksmith shod two horses. How many horseshoes did he need?

12. Alyosha was treated to sweets. He decided to give his sister 4 sweets and take 3 for himself. How many sweets did they give Alyosha?

13. Masha and Vanya each have 9 lollipops. Masha ate 4 lollipops and Vanya did the same. How many lollipops does Vanya have left?

14. Nina thought of a number. She first added this number to 7, and then subtracted it from 7. The answer turned out to be the same — 7. What number did Nina think of?

15. Roma was presented with as many badges as he already had. Roma counted all the badges, there were 8 of them. How many badges did Roma have at first?

16. To seat 7 children in a room, 2 chairs are missing. How many chairs are in the room?

17. A spider has 4 pairs of legs, and a beetle has 3 pairs of legs. How many more legs does a spider have than a beetle?

18. Box contains 6 compartments. Each cell can fit only one Christmas decoration. Is it possible to put 4 balls and 3 cones in this box?

19. Sister is 1 year older than brother. How many years older will the sister be than the brother in 5 years?

20. Can the sum of two numbers be equal to the summand?

21. Can the difference of two numbers be equal to the one being reduced?

22. Write down the number less than 20, in which the number of tens is 4 less than the number of units.

23. I pasted 4 decals on each page of the album. How many pages did 8 pictures take up?

24. The sum of two numbers is 8 and their difference is 4. Guess what these numbers are?

25. My name is Nina Aleksandrovna, and my grandfather (my father’s father) is Ivan Nikolaevich. What is my father’s name?

26. On the left pan of the scales there is a bag of flour and a weight of 1 kg. On the right pan of the scales is a 3 kg weight. Scales in balance. Find a mass of bags of flour.

27. In the shoe section of the department store there is a sign: “Shoes 37 — 42 sizes”. Is it possible to buy shoes in size 39 in this department?

28. What two-digit numbers can be written using the numbers 5 and 6?

29. Granulated sugar is sold packaged in bags of 1 kg, 2 kg, 3 kg. Mom knocked out a check at the cash desk for the purchase of 7 kg of sugar. The saleswoman gave her 3 bags of sugar. How much sugar was in each of the packets? Consider possible cases.

30. Compare the numbers *2 and 95 Record using one of the < or > signs.

31. Yulia and Marina found an equal number of mushrooms in the forest. Yulia had 4 mushrooms that turned out to be wormy, and on the way home she threw them away. And Marina found 5 more mushrooms. How many more mushrooms did Marina have than Yulia?

32. There is money in the desk drawer. With this money you can buy 2 chairs of the same price or one chair. What is more expensive chair or chair?

33. There are as many books on the top shelf as there are on the bottom. 3 books were placed on the top shelf and 3 books were removed from the bottom shelf. Which shelf has more books and by how much?

34. There are 12 red and green balls in a box. Take 3 red and 4 green balls from the box. After that, there are no green balls left in the box. How many red balls are left in the box? 35. There are 5 more apples in the basket than in the bag. 7 apples were taken from the basket. Where are more apples left: in a basket or in a bag, and by how much?

36. The wizard made 3 keys for three locks: copper, silver and gold. Only one key fits each lock. The copper key does not fit either the first or the second lock. The silver key does not fit the second lock. Which lock fits each key?

37. Petya has 4 less sweets than Seryozha. Mom gave Petya 5 more sweets. Who has more sweets and by how much?

38. The green ribbon is 3 m longer than the red one. 5 m were cut off from the green tape, and 2 m from the red one. Compare the lengths of the remaining pieces of tape.

39. Yura has enough money to buy 4 waffles or 2 sweets. Will he be able to buy 1 candy and 4 waffles with his own money?

40. Write down 6 numbers according to this rule: the first is 1, the second is 2, and each next is equal to the sum of the previous two.

41. Olya can buy 4 pencils and 3 notebooks with her own money. Will she have enough money to buy 3 pencils or 3 notebooks?42. Grandfather allowed each of the three granddaughters to pick one rose from four bushes. How many roses did all the granddaughters pick?43. Write down 5 numbers according to this rule: the first is 18, the second is 10, and each next is equal to the difference of the previous two.

44. Half the number of apples on the plate was taken for compote. How many apples are left on the plate if the compote was cooked from 6 apples?

45. Bought a package of yogurt. Half of all the yogurt that was in the bag was drunk by Masha and Dasha. There are 2 cups of kefir left in the package. How many cups of kefir were in the bag?

46. Melon is heavier than watermelon and lighter than pumpkin. What is the heaviest?

47. There are vegetables on the table: turnips are 1 less than cucumbers, and cucumbers are 1 less than tomatoes. How many fewer turnips are there than tomatoes?

48. The red ribbon is shorter than the blue ribbon and longer than the green one. Which tape is the shortest?

49. Dima is 1 year older than Serezha, and Serezha is 1 year older than Roma. How many years is Dima older than Roma?

50. Every minute 10 liters of water is poured into the bath from the tap. During the same time, 2 liters of water is poured out through a hole in the bottom of the tub that is not tightly covered with a cork. Is the amount of water in the bath increasing or decreasing, and by how many liters every minute?

51. Petya took 3 cubes and put them one on one so that it turned out to be a “tower”. The red cube was lower than the blue one, and the blue one was lower than the green one. Which cube did Petya put the highest?

52. A tower was built from three cubes. The yellow die is placed above the blue and below the red. Which cube is the tallest?

53. The cake was cut into 4 identical parts, and then each part was cut into 2 identical parts. How many people will the cake last if everyone puts one piece on a saucer?

54. There are gingerbread and waffles in the box: there are 2 less gingerbread than waffles. How many waffles if there are 6 gingerbread cookies?

55. Mitya is 2 years older than Gena. Mitya is 10 years old. How old is Gene?

56. The sum of two numbers 9. The sum is 5 more than the first term. What is the second term equal to?

57. 6 girls and 2 boys were skating at the rink. Soon the three children were called to dinner and they went home. Was there even one girl left on the rink?

58. Bought a can of grape juice. Four children were given a full glass of juice from a jar. After that, exactly as much was left in the jar as the children drank. How many glasses of juice were in the jar?

60. Melon is 3 kg lighter than watermelon. A piece weighing 1 kg was cut from a melon, and 9 from a watermelon.0005

3 kg piece. What is left more: melon or watermelon, and by how many kilograms?

Answers b

3, 3

5 or 6

Misha

8-8 = 0

9000 5

2222222 4+4=8

4+3=7

9-4=5

7-2=5 chairs

3+3=6(k) > top shelf

1 way: 12-4=8, 8-3=5.

2 way: 3+4=7. 12-7=5

In a bag of 2 apples >.

Copper key for 3 locks, silver key for 1 lock, gold key for 2 locks.

Petya has 1

The lengths are

No.

1, 2, 3, 5, 8, 13.

Yes.

4+4+4=12 roses

18 10 8 2 60002 For 2 years

10-2=8(years) increases

Green cube

Red

For 8 people

6+2=8

10-2=8(years)

Yes.

4+4=8 glasses

Watermelons per 1 kg >.

Answers B

3, 3

5 or 6

Misha

9chairs 0002 8-8=0

4+4=8

4+3=7

9-4=5 2 or 4-3=1 one pair is two legs

4+3=7 6<7 no, not allowed

for 1 year

Yes. If one of the terms is zero. For example: 5+0=5

Yes. When subtracted is 0.

7-0=7

6 and 2

Alexander Ivanovich

3-1=2(kg)

Yes

55, 56, 65, 66

1) 3kg, 3kg, 1kg; 2) 2kg, 2kg, and 3kg

*2 < 95

4+5=9

Armchair

3+3=6(k) > top shelf

1 way: 12-4=8, 8- 3=5.

2 way: 3+4=7. 12-7=5

In a bag of 2 apples >.

Copper key for 3 locks, silver key for 1 lock, gold key for 2 locks.

Petya has 1

The lengths are

No.

1, 2, 3, 5, 8, 13.

Yes.

4+4+4=12 roses

18, 10, 8, 2, 6.

Pumpkin

on 2.

Green tape

by 2 years

10-2 = 8 (l.) Increases

Green cube

Red

For 8 persons

6+2=8

10-2=8(years)

Yes.

4+4=8 glasses

Watermelons per 1 kg >.

3, 3

5 or 6

Misha

8-8 = 0

4+4 = 8

4+3 = 7

9-4=5

7-2=5 chairs

8-6=2 or 4-3=1 one pair is two legs

4+3=7 6< 7 no, not allowed

for 1 year

Yes. If one of the terms is zero. For example: 5+0=5

Yes. When the subtrahend is 0.

7-0 = 7

6 and 2

Alexander Ivanovich

3-1 = 2 (kg)

Yes

55, 65, 66

1) 3kg, 3kg, 3kgg, 3kg, 3kgg, 3kg , 1 kg; 2) 2kg, 2kg, and 3kg

*2 < 95

4+5=9

Armchair

3+3=6(k) > top shelf

1 way: 12-4=8, 8- 3=5.

2 way: 3+4=7. 12-7=5

In a bag of 2 apples >.

Copper key for 3 locks, silver key for 1 lock, gold key for 2 locks.

Petya has 1

The lengths are

None.

1, 2, 3, 5, 8, 13.

Yes.

4+4+4 = 12 roses

18, 10, 8, 2, 6.

pumpkin

on 2.

Green tape

for 2 years

10-2-2-2-2-2-2-2-2-2 \u003d 8 (l.) increases

Green cube

Red

For 8 people

6 + 2 \u003d 8

10-2 \u003d 8 (years)

Yes.

4+4=8 glasses

Watermelons per 1 kg >.

Mathematics for children from 5 years

Publication date: April 03, 2017 .

Mathematical tasks for children from 5 to 6 years old. Download free in pdf, print or use online

Tasks for: counting from 1 to 10 with pictures, recognition of basic geometric shapes (circle, oval, square, rectangle, trapezium, rhombus, pentagon, hexagon), writing numbers from 0 to 9, basic arithmetic operations (addition and subtraction) using pictures, quantitative comparison

What a child should be able to do at this age (mathematics):

1. Know the numbers from 0 to 9 and be able to write them.
2. Know how to count from 1 to 10 (both direct and reverse).
3. Confidently count objects up to 10.
4. Compare objects both quantitatively and qualitatively (higher, lower, shorter, longer, etc.).
5. Apply basic arithmetic operations (addition, subtraction, equals).

Dear users, do not forget to leave your comments, feedback, suggestions. All materials are checked by an antivirus program.

Geometric shapes

Show a circle.

Show square.

Show triangle.

Show the diamond.

Show an oval.

Show a quadrilateral.

Name the figures.

Color different shapes with different colors.

Show the pyramid.
Show cube.
Show the ball.

Show figures of the same color.
Show figures of the same size.
Show figures that are identical in shape.

Circle the shapes and continue the row.

Show symmetrical figures.

Copy the shapes.

Cross out the extra figure. Explain why it is redundant.

Continue the series of figures.

Addition with pictures

Add up the number of objects and write the sum.

Add up the number of items and write the sum.

Add the number of figures and write the sum.

Add the items and write the sum.

Adding numbers up to 10

Page 1.

0096

0095

Date: __________________ Name: _______________________________ Rating: __________

Add two single digit numbers. Sum of numbers up to 105

+8 =

8 4

’

10252

Adding numbers up to 10.

Page 2.

Date: __________________ Name: _______________________________ Rating: __________

Add two single digit numbers. Sum of numbers up to 10.

0095

+0098 0

+0095

0091

Addting numbers to 10.

p. 3.

0095

9052

0098 __

98 5

Date: __________________ Name: _______________________________ Rating: __________ 95																	+	5	=	__		2	+	3	=	__

2	+	1	=	__		6	+	3	=	__		2	+	5	=	0098 7	=	__		2	+	4	=	__		1	+	7	=	__

6	+	0	=	__		3	+	1	=	__		2	+	=	=	=

9	+	0	=	__		3	+	4	=	__		3	+	2	=	__

6	+	1	=	__		0	+	90	8 +	0	=	__

4	+	1	=	__		2	+	0	=	__		2	+	6	=	__

3	+	5	=	=	__		3	+	3	=	__

7	+	0	=	__		5	+	4	=	__		3	+	3	=	__

7	+	1	=	__		9	+	0	=	__		1	+	5	=	__

2	+	1	=	__		3	+	0	=	__		+	7	=		__	__	__8 =	__

10	+	0	=	__		0	—	0	=	__		9	+	0	=	__

4	—	2	=	__		+	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	2	0095		2	—	2	=	__

10	+	0	=	__		2	—	1	=	__		2	+	7	=	__
10	—	0		=		52525252525252525252525252525252525252525252525252525252525252525252525AC0095	+	2	=	__		3	—	1	=	__

2	+	7	=	__		3	—	1	=	__		0	+		=	0098 1	=	__		8	+	1	=	__		8	—	3	=	__

8	+	2	=	__		1	—	0	=	__		4	+	=	=	=	=	=	=	=

3	—	2	=	__		8	+	0	=	__		4	—	4	=	__

7	+	3	=	__		6	—	=	__		__	8 +	3	=	__

6	—	5	=	__		7	+	1	=	__		8	—	8	=	__

6	+	3	=		9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009 9009EV5	__		2	+	6	=	__		7	—	5	=	__

0	+	2	=	__		2	—	1	=	__		1	+	=	0091	0	—	0	=	__		8	+	0	=	__		9	—	8	=	__

9	+	1	=	__			4	=	7	+5	=	__

1	—	0	=	__		7	+	0	=	__		3	—	0	=	__

	+	1	=	__		3		4	+	4	=	__

10	—	3	=	__		6	+	2	=	__		9	—	8	=	__

2	7		—	1	=	__		2	+	2	=	__

3	—	3	=	__		7	+	3	=	__		10	3












0095																	0	=	__		4	—	4	=	__		7	+	1	=	__

8	—	5	=	__		4	+	5	=	__		—		5

9	+	0	=	__		4	—	2	=	__		5	+	5	=	__

Adding and subtracting numbers up to 10.

Page 3.

98 6

Date: ________________ Name: _________________________________ Rating:_________

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+0095

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0095

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934

1. Underline each 2.

1 7 9 9 8 6 0 8 9 9

2. Underline each 1.

10 2 10 9 5 6 4 7 8 0

6. Underline each 4 10 1 8 2 3 8 3 8 2

4. Underline each 9.

4 6 8 1 5 6 3 5 7 8

5. Underline each 7.

9 4 9 10 1 3 7 4

6. Underline each 3.

2 7 4 3 6 10 0 6 7 6

7. Underline each 8.

7 6 0 3 10 8 0 10 3 6

8. Underline each 10.0005

3 9 4 10 1 4 9 4 0 1

Recognize numbers up to 20.

1. Underline each number equal to 12.

15 13 16 10 11 14 14 19 15 19 underline each number 2.

20 13 11 20 16 16 11 10 16

3. Emphasize each number equal to 13.

20 12 11 18 17 17 17 10 14

4. Emphasize each number equal to 10.

9000 11 20 18 18 17 13 17 14 19 20 18

5. Underline each number equal to 16.

16 20 16 16 16 16 16 16 16 13

6. Emphasize each number of equal 17.

20 15 15 15 151111111111 16 16

7. Emphasize each number equal to 11.

9000 18 20 20 13 13 13 13 10 20 17 12 20

8. Underline each number equal to 18.

14 11 12 13 13 17 20 10 19 15

Count the objects or animals in the picture. Numbers up to 10. Page 1.

1. How many boys are there?

2. How many kangaroos are there?

3. How many ice creams are there?

4. How many hippos are there?

5. How many elephants are there?

Count the number of figures up to 10. Page 1.

1. How many figures are there?

2. How many squares are there?

3. How many circles are there?

4. How many triangles are there?

5. How many rectangles are there?

Which number is greater or less than the given number by one.

1. What number is greater than 4 per unit.

2. What number is less than 4 by one.

3. Which number is greater than 4 by one.

4. What number is less than 2 per unit.

5. What number is greater than 3 per unit.

6. What number is less than 2 per unit.

7. Which number is greater than 2 per unit.

8. What number is less than 4 per unit.

Which number is greater or less than the given number by one.

1. What number is greater than 1 per unit.

2. What number is less than 5 per unit.

3. What number is greater than 1 per unit.

4. What number is less than 8 per unit.

5. What number is greater than 2 per unit.

6. What number is less than 1 per unit.

7. Which number is greater than 2 per unit.

8. What number is less than 2 per unit.

Which number is greater or less than the given number by one.

1. What number is greater than 4 per unit.

2. What number is less than 8 per unit.

3. Which number is greater than 3 by one.

4. What number is less than 4 per unit.

5. What number is greater than 8 per unit.

6. What number is less than 5 per unit.

7. What number is greater than 6 per unit.

8. What number is less than 3 per unit.

Which number is greater or less than the given number by one.

1. What number is greater than 4 per unit.

2. What number is less than 12 per unit.

3. What number is greater than 11 per unit.

4. What number is less than 12 per unit.

5. What number is greater than 13 per unit.

6. What number is less than 7 per unit.

7. What number is greater than 5 per unit.

8. What number is less than 4 per unit.

Comparison of two numbers up to 10.

1. Which number is greater?

2. What is the smallest number?

3. Which number is greater?

4. What is the smallest number?

5. Which number is greater?

6. What is the smallest number?

7. Which number is greater?

Entertaining tasks in mathematics for preschoolers, pictures

Tasks for children of the senior — preparatory group.

Mathematical development

Task 1. Counting in the kitchen

How many objects are in each rectangle?

Write your answer in words.

Task 2. Counting

How many pictures are in each frame?

Connect the boxes and the corresponding flags with lines

Task 3. Funny count

Solve examples

Task 4. Fruit count

Task 5. Counting

Solve examples.

Task 6. Counting

Solving examples

Task 7. Big and small

In each row, numbered from the smallest to the largest

Task 8. Tasty counters 9000

Solve hints within.

Task 9. Counting

Connect a circle with a number and a picture on which the same number is written.

Task 10. Counting

Solve examples and connect dragonflies and frogs with lines.

Task 11. Counting

Solve examples.

Match the answers with the appropriate number of pictures

Task 12. Sneakers

Solve the examples and find Misha’s shoes.

Hint: he needs a pair of sneakers that add up to 6 each6543

Solve the examples and match them with the answers.

Task 14. Counting

On each flower, color the petal with the largest number red and the smallest number yellow.

Task 15. Clouds

Count the pictures in the clouds.

Write your answers in the boxes.

Task 16. At the bottom of the ocean

How many starfish and how many octopuses are there?

Task 17. Counting

Count the pictures in each rectangle and connect them with lines with the corresponding numbers.

Task 18. Big and small

Color the big animals and circle the little ones

Task 19. Balloons

How many balloons are in each bundle?

Task 20. Fruit counter

How many fruits of each type are there?

Task 21. Counting

Solve the examples on apples and starfish.

Draw lines to connect the apples and stars that gave the same answers.

Task 22. Counting

Guess the sequences and fill in the missing numbers

Task 23. Carrots on plates

Draw on each plate as many carrots as there are not enough to ten.

Task 24. Counting

Solve examples and write answers in boxes

Task 25. Counting merry

Color three apples so that the sum of the numbers written on them is 8.

Task 26. Counting

Connect the rectangles in the pictures with the same number of objects with lines.

Task 27. Counting

How many pictures are in each rectangle?

Match them with the corresponding numbers.

Task 28. Soap bubbles

How many bubbles are there?

Task 29. Counting sticks

How many sticks are in each cup of ice cream?

Write your answers in the boxes.

Task 30. Counting

Count the acorns. Write your answers in the boxes.

Task 31. Kites

Solve examples on coils and connect them with kites.

Task 32. Rockets

Fill in the missing numbers.

Task 33. Spotted frog

How many spots of different sizes are on the frog?

Task 34. The deer is lost

Help the deer to get to his mother.

He can only go past those sheets on which the sum equals 10.

Rules for the organization of classes

It is not difficult to work with developing mathematical tasks, parents are quite capable of coping with this. But in order for the child to get the maximum benefit from classes, it is necessary to adhere to the rules of their organization:

Smart tasks help children understand that every potential task can contain trickery or double meaning. To find the correct answer, you need to focus and look at the puzzle from different perspectives.

Before starting the task, it is necessary to give recommendations for its implementation:

Take into account the level of development and age characteristics of the child.
For example, the concentration of attention of preschoolers is lower than that of younger students. They can hold their attention by engaging in an activity of interest for 30-50 minutes. If suddenly the attention of the baby has faded, you do not need to force him to continue.
Be in the best interests of the child.
Do not overuse hints.
If a child cannot find a solution to a problem, you do not need to say the correct answers every time, you need to encourage him to search and show patience. To keep the child’s interest, an adult can offer a partial hint. As a rule, a preschooler cannot complete all the tasks the first time , but this has positive aspects — if the child is forced to do something several times, the development of the volitional sphere occurs.
Do not limit yourself to one type of exercise, but use a variety of material.
This will help all-round development. When organizing classes, attention should be paid to the training of spatial and temporal relations, counting skills, imagination, logical thinking, etc.
Use different forms of organizing classes: individual work, games in pairs or team competitions.
Proceed from the gradual complication of tasks.
Use visual aids that will attract the attention of the child: bright pictures or photographs, images of favorite fairy-tale characters.
Do not be stingy with praise if the child deserves it.
Encourage independence.

What are the goals of tasks for the preparatory group in mathematics

The main goal of solving tasks in mathematics is to form a positive attitude towards school, as well as the desire to complete certain tasks.

Children in kindergarten

Tasks in mathematics in the preparatory group pursuing various tasks.

Educational:

strengthening the ability to name numbers in forward and reverse order up to 10, starting from any number in the series;
strengthening the ability to create problems and write down their solution;
formation of abilities to single out a condition and a question;
formation of knowledge about a series of numbers, about the previous and the next;
formation of quantitative and ordinal counting skills;
when solving tasks, the formation of skills for choosing the correct arithmetic operation;
formation of one-action solution skills for addition, subtraction, as well as the ability to use the signs «=», «+», «-«.

Developing:

development of intelligence, attentiveness, logical thinking and memory;
formation of the thinking process;
speech development;
formation of skills to express one’s thoughts;
development of creative skills and imagination.

Educational:

development of interest in mathematics;
formation of skills to solve everything independently;
the formation of aspirations to help others.

How to conduct classes with a child of 6-7 years old

A child at preschool age has great developmental opportunities and cognitive abilities. Parents just need to help the child to realize his potential. The time spent will definitely pay off. The help of parents can make future schooling joyful. And the adults themselves will not be upset because of the progress of the child.

How to introduce logic to a child?

You have a child, and you are beside yourself with surging happiness only from the realization that you have now become a happy mother and, finally, there will be someone to pass on your maternal love and knowledge. Not without reason, from time immemorial, all the leading philosophers have emphasized in every possible way that when parents want to raise their child in the image and likeness, hard or soft, they voluntarily or involuntarily want their baby to look like themselves. This process is called education.

Leading psychologists unanimously assure us that the kindness and breadth of your child’s soul, voluntarily or involuntarily, should help in achieving his goals. Indeed, it is easier to be kind than smart. It is not for nothing that people say that a kind person helps everyone, while a smart one helps only those in need. And if you want to see your child not only kind, but also smart, then you need to start the whole process of education from infancy. But where do you start?

Start small. From logic. In order for your child to believe in the existence of cause and effect, you must always and must fulfill your parental promises (for example, “if you behave, then we will definitely go to the zoo.”)

If your child is already seriously interested in children’s books, then it will be useful to add verbal logic puzzles and tasks with answers, such as: “If this is so, then this is because …” or “What will happen if I do everything the other way around?” “How can all this be explained?” The development of logic is helped by simple children’s riddles, puzzles, rebuses. Make it a rule to have a mystery night at least once a week. Teach your child to make puzzles.

Your child is entering a stage when everything becomes extremely interesting for him and his curiosity can and should be played on so that he can quickly learn and, most importantly, understand the world around him. And simple worldly logic will only be to his advantage.

To make it easier for your child to understand and understand all this, it will be useful to include in role-playing games some elements of ready-made conclusions, such as: “Your dolls go to bed in the evening because they get tired during the day. But my Volodya is also tired, and it’s time for him to go to bed too.”

You can also show such an example from the world of “Moidodyr” that if “the children do not wash and comb their hair, then the rest of the children in the kindergarten will not play with him.” Already in the process of growing up your child will be able to give much deeper concepts with logical overtones. Here you need to apply the main and basic principle — so that your child already begins to clearly understand that in this world there is always both a cause and an effect.

How to remember the graphic representation of numbers?

It often happens that a child can count perfectly from 1 to 10, but he cannot find the number shown in the picture on his own. The graphic image of a figure for him is a complex abstract concept. The development of abstract thinking is not a simple process, as child psychologists believe. And without the help of adults, this is not enough.

Very often babies confuse numbers that are a little similar to each other, for example 6 and 9, 8 and 3, 4 and 7. And this problem should by no means be overlooked. The baby needs help to understand such complex, for his perception, graphic images. It will be much easier for a kid to remember a number if he can find its similarity with some object or animal: 2-swan, 8-points.

If mom can pick up interesting poems about numbers, then the memorization process will be even easier. How to help kids? The main thing is not to get angry with children if they do not grasp everything “on the fly”. This is for you, adults, everything is easy and simple, but for children who have just begun to master numbers and counting, everything is very difficult. Any teacher or child psychologist in Moscow will confirm that the most effective way for children to memorize new material is to play math classes.

Find the number math game
For this game you will need:

drawn (printed) numbers on paper from 1 to 9
drawings similar to numbers, objects.

The kid looks at the picture and then guesses what number is hidden in it. Then the mother shows the number 2 and asks the baby to find a picture similar to this number.

“What does the number look like”
Mom asks the child what number the glasses look like, and the baby should show the number 8.

Math game “Guess what number”?
Mom reads a poem, the child must name the number that was discussed in the poem, and then find it and show it.

Barely glides on the water,
Like a swan, number two.
Arched her neck,
Drives the waves behind her.

***

Four mice on the mountain
Mixed up all the skis,
And hedgehogs, four brothers,
Helped them figure it out!

***

What a cherry, my friend,
Is the stalk bent up?
You try to eat it,
This cherry is a number …

Mathematical game “Cardboard Numbers”
For this game, you will need to cut out numbers from cardboard in advance. The kid closes his eyes, takes one cardboard number and guesses by touch what kind of number it is.

Lost Numbers Math Game
Numbers from 1 to 9 are printed on cardboard. Then each of them is cut into two parts. The kid must restore them. If this task is too easy for him, he can complicate it by cutting the numbers into 3, 4 or 6 parts.

“What’s on the back”
The baby lies on his stomach, and his mother draws a number on his back with her finger. The baby must guess what this number is.

Compiling and solving mathematical tasks in kindergarten

During the mathematical development of preschool children, the compilation and solution of mathematical problems is of particular importance. In kindergarten, in order to prepare for education in elementary school, preliminary work is carried out to develop the child’s skills for calculating when adding and subtracting.

Calculation is taught in school by solving examples and arithmetic problems. In preschool institutions, children are introduced to the simplest arithmetic problems based on simple ones. They include links between given numbers and between given and sought ones. They are the determining factor in choosing a particular mathematical operation. When a child is able to establish these connections, he begins to understand the meaning of such concepts as «subtraction», «addition», «obtains», «remains».

Important! When children solve mathematical tasks, their knowledge of analysis and synthesis improves, they learn the ability to highlight the main thing in the text and discard everything unnecessary. This helps the child learn to reason, prove, explain their actions. He begins to understand what needs to be added and what should be subtracted.

The main thing is that the content of the task corresponds to real life. This contributes to the development of a thoughtful attitude to facts, teaches them to analyze and helps to assimilate logical connections. When children work on a solution, they develop disciplined behavior.

Tasks that are used in work with preschoolers can be divided into several groups:

simple, in the solution of which the meaning of the arithmetic operation is acquired by the basis. In them you need to find the sum of two numbers or the remainder.
which require understanding the relationship between components and outcomes. They demand to find an unknown component;
related to the concept of difference relations: increase the number by several units; decrease the number by a few units.

Depending on the use of visual material, tasks are divided into:

dramatization tasks. They reflect the life of children, that is, what they usually do. This species is of particular value in the initial stages. Children develop the skills of composing tasks about themselves, the ability to talk about each other’s actions;
illustration tasks with pictures and toys. They develop imagination, stimulate the ability to independently compose tasks.

Environmental education of preschool children

In addition, during the year, the teacher conducts developmental classes with children. They are dedicated to drawing in checkered notebooks. Children circle the cells, write graphic dictations, draw different shapes.

Graphic dictation

Mathematical games

Mathematical games include tasks based on the analysis of logical relationships and patterns.

To find the answer, you need to analyze the conditions of the problem, familiarize yourself with its content and understand what needs to be done.

The search for a solution consists in the application of mental operations: analysis, synthesis, generalization.

Games for younger preschoolers

Game «Make a sequence of numbers» . The child is given shuffled cards with numbers from 1 to 5 or 10, and he must arrange them in the correct sequence.

Task «Count the items» . The child receives a form with pictures next to which there are numbers. You need to count the objects in the picture and circle the corresponding number.

Task «Ladybugs» . It is necessary to draw the indicated number of points on the body of the insect.

Games for older preschoolers

Game «Compare the number» . An adult invites the child to name a number, taking into account the conditions: it must be more than 5, less than 8. For each correct answer, you can give a sun or a flag.

Task «Find a match with examples» . On a special form, a series of pictures are located on the left, and examples on the right. It is necessary to choose a suitable example for the picture.

Interesting tasks in mathematics: preparatory group

For children attending kindergarten, mathematical tasks should be bright and colorful. These activities prepare children for school. It is important that they are in the form of a game. Performing them, the child does not even realize that he is learning something, because he perceives everything as a game. Mathematics for a child with this approach becomes an interesting and exciting activity.

Arithmetic examples

Teaching arithmetic problems can go through several interrelated stages:

Preparatory stage: work on sets. For this stage, it is worth printing pictures with the image of some object, vegetable, fruit, etc. (apple, mushroom, etc.). With the help of such exercises, the child develops the concept of a part and a whole, as well as «more by …» and «less by …». Work must be carried out on specific subjects. For example, take three cards with an image of an apple and add one more to them. Ask the question: “How many apples have there been?”, “How many more apples have there been?”.
This stage teaches children to create problems and analyze their structure. Here it is necessary to introduce the child to the word task and emphasize the importance of the questions: “What is known?” and “What do you need to know?”. At this stage, tasks are compiled, where the summand and subtracted number are 1. For example, the teacher asks to bring and put five tubes in one glass, and one in another. The text should be read in such a way that the condition, question, and numerical values are clearly highlighted. It is also important to highlight the differences between a task and a story, a riddle. To do this, you need to ask a non-mathematical question. For example, there were three boys in one room and five girls in another. What are the names of these children? Children understand that the task did not work out. It must be emphasized that the question must necessarily begin with the word «how much».

In order for a child to be able to distinguish a problem from a riddle, he needs to choose one that contains numerical data. For example, «Two rings, two ends, and carnations in the middle.» Here the children guess that these are scissors and there is no need to decide anything here.

It is also necessary to emphasize the special importance of having numerical data in the problem. For example, “I gave Lena geese, and Vanya ducks. How many geese and ducks did I give?» Here it turns out that these tasks cannot be identified.

There are many variants of mathematical problems on the Internet that can be printed on a printer and offered to be solved by a child. Their solution will help to study the numbers, teach them to correlate them with the picture, develop mental counting and logic.

Important! It is better if the pictures are black and white so that the child can color them, developing creative skills and fine motor skills.

Arithmetic problem

Arithmetic examples can be divided into several groups:

fill in the missing numbers in the row;
determine how many objects are shown in the picture and enter the number in the empty cell;
complete the missing number of items and enter the required number in the empty cell;
compare numbers;
determine the number that comes before and after the one presented;
compare number of images with numbers.

Tasks with chopsticks

According to FEMP, D. Kuizener’s counting sticks are used. They have different colors and sizes. Each color and size corresponds to a certain number. For example, a white stick with sides of 1 cm corresponds to white. Sticks also have another property — they can be combined into groups. For example, all shades of red have numbers that are multiples of 2, while blues have numbers that are multiples of 3.

Counting sticks

Kuizener sticks are a lot. With the help of them, the child can explain the concepts of «equivalence» and «order».

How to teach a child to draw 4-5 years old

Since the number in the set is modeled from color and size, abstract concepts, rules of quantitative and ordinal counting begin to be laid in the child’s thinking. You can also build various geometric shapes from sticks.

In kindergarten, the teacher chooses a topic and plays with it with the help of tasks with sticks. For example, he tells the children that a magic train will come to them now. The sticks will be wagons, and printouts of pictures with animals will be passengers. Children practice in ordinal counting, correlating each bar with a specific number.

First exercise

Fill in the table from 1 to 10, fill in the missing numbers.

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