Subtraction problems for 1st grade: 1st Grade Subtraction Worksheets — free & printable

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Subtraction | 1st Grade Math

Imagine you have 3 apples, and you give 2 apples to your friends. 

How many apples do you have left?

To find the answer, you use subtraction!

3 — 2 = ?

What Is Subtraction?

Subtraction is when you take one number away from another.

Subtraction uses a minus (-) symbol.

3 — 2 = 1

Subtraction is the opposite of addition.

If you know 2 + 1 = 3, you also know that 3 — 2 = 1.

Subtraction Using Your Fingers

You can solve easy subtraction problems on your fingers.

Let’s learn how by solving 5 — 3 = ?

Look at the first number, 5. Start by raising that many fingers.

Then take away 3 fingers.

How many fingers are left? 2

So 5 — 3 = 2! 🎉 Congratulations, you just did subtraction.

Subtraction Using Diagrams

7 — 3 = ?

Subtraction using fingers is pretty slow.

Let’s try to solve this subtraction using a drawing.  

Look at the first number, 7. Start by drawing that many circles on a piece of paper:

Then cross out 3 of them:

How many circles are left? 4

So using diagrams, we figured out that:

7 — 3 = 4 ✅

Subtraction Terms

Each part of a subtraction equation has a name, or term.

The first number is called the minuend.

The subtrahend is the number after a minus symbol.

The answer to a subtraction problem is called the difference.  

Tip for remembering:

Knowing these terms makes it easier for us to learn more about subtraction. 

Subtraction Is the Opposite of Addition

A great way to think about subtraction is it’s the opposite of addition.

When you see:

5 — 2 = ?

… just think, «What number plus 2 equals 5?»

Yes! 3 + 2 equals 5! So, 5 — 2 = 3. 

Tip: 2 and 3 are parts of the same whole, 5.

Subtraction Basics

Subtracting by 1

When you subtract by 1, it’s like counting down by 1.

7 — 1 = 6
6 — 1 = 5
5 — 1 = 4

Subtracting Doubles

When you subtract a number from itself, the answer is always zero. Take a look:

7 — 7 = 0

4 — 4 = 0

Order Matters

When subtracting, the order of the numbers matters.

For example, 3 — 2 is not the same as 2 — 3.

Great job learning about subtraction. 

Now, complete the practice.

First Grade Interactive Math Skills


Subtracting — CCSS 1. OA.A.1, 1.OA.A.3, 1.OA.B.4, 1.OA.A.5, 1.OA.A.6, 1.OA.A.7, 1.OA.A.8, 1.NBT.C.4, 1.NBT.C.5, 1.NBT.C.6


Links verified on 10/24/2022

1. Balloon Pop Subtraction.

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Select a level and solve the problem by popping the balloons. The number of balloons left should be the solution to the problem. &nbspSEE MORE
 
2. Defeat the Math Monster.

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Select subtraction and the difficulty level. If you get all 15 answers correct, you will destroy the math monster and collect the ancient Mayan treasure. Can also be used to practice Addition, Division, and Multiplication skills. &nbspSEE MORE
 
3. Find 10 less, given two-digit number.

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Online quiz that is self checking.&nbspSEE MORE
 
4. Flash Cards: Fill-in-the-Blank.

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Click the check mark to keep score! Click the arrows by the #25 to pick the number of cards. Then type the answer and flip the card. Instead of changing colors, the left counter counts your correct answers; the right counts how many flashcards you’ve flipped. If incorrect, the correct answer displays beside the counter when you flip the flashcard. When done, your score displays on the screen.&nbspSEE MORE
 
5. Flash Cards: Multi-Digit.

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This tool provides math practice subtracting single digits from numbers 10 through 18. Type the right answer and the word «Correct!» displays. Press the reset button reset image on the bottom left, click on the subtraction problem, or press the ENTER or RETURN key to set a new math subtraction problem. Use the Backspace button to erase an answer.&nbspSEE MORE
 
6. Flash Cards: Multiple-Choice.

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Practice subtracting 1 to 9 from other numbers. Four possible answers to the subtraction problem will be shown. Pick the right one. «Correct!» appears if you pick correctly. Click on the check mark to keep score!&nbspSEE MORE
 
7. Flash Cards: Vertical Problems.

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Practice vertical subtraction math problems. Subtract numbers up to 9. Just type the answer; if right, the word «Correct!» displays. &nbspSEE MORE
 
8. Hidden PIcture.

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An answer is provided and you must select the problems that equal that answer to reveal a hidden picture. &nbspSEE MORE
 
9. Is the equation true or false?

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Online quiz that is self checking. &nbspSEE MORE
 
10. Island Chase.

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Hop on your jetski and race with simple subtraction in this multiplayer game! Allows 4 players (Subtraction facts to 12)&nbspSEE MORE
 
11. Math Baseball.

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Practice numbers less than 5. Fill in the missing number to complete the subtraction problem. Click on «harder» for more of a challenge. &nbspSEE MORE
 
12. Math Tiles: Spring Addition & Subtraction.

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Practice addition and subtraction skills in this fun puzzle game. Select from adding, subtracting or both and choose between a range of 10, 20 or 100. Solve each problem then drag the puzzle piece to the correct answer.
&nbspSEE MORE
 
13. Minus Mission.

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Solve subtraction problems to blast the slimes with your laser before they slime you!&nbspSEE MORE
 
14. Pick the Sign.

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Determine if the missing sign should be a subtraction or addition sign. &nbspSEE MORE
 
15. Speed Grid Challenge: Subtraction — (Level 1).

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Set the number of questions (2-99) and the time limit (1-10). Answer question set by clicking on two numbers that complete the sentence. &nbspSEE MORE
 
16. Subtract multiples of 10 from multiples of 10.

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Online quiz that is self checking. &nbspSEE MORE
 
17. Subtracting Numbers.

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Sixteen lessons and exercises for Grade 1. &nbspSEE MORE
 
18. Subtraction Flash Cards.

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Answer the problems and click on the yellow check mark at the bottom to keep score. &nbspSEE MORE
 
19. Subtraction Games.

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(Grades 1-3) Numerous games to choose from to practice subtraction skills. &nbspSEE MORE
 
20. Subtraction Quiz.

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Choose the following to create a quiz: numbers covered (up to 20), total questions (up to 30), and time per question (30, 15, 5 seconds or unlimited) Quiz can be printed as a worksheet.&nbspSEE MORE
 
21. Subtraction Quiz.

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Self-checking quiz. &nbspSEE MORE
 
22. Subtraction Quiz: 0-12.

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Twenty questions; self-checking. Click «Give Me a New Quiz» to generate additional problems. &nbspSEE MORE
 
23. Subtraction Quiz: 0-50.

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Choose the difficulty level for twenty self-checking questions. Click «New Quiz» to generate additional challenges. &nbspSEE MORE
 
24. Subtraction Quiz: Fill In the Blank.

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Fill in the missing number to complete the equation. Eight self-checking questions. &nbspSEE MORE
 
25. Subtraction Quiz: Two-Digit Numbers.

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Subtraction Quiz with eight self-checking questions. &nbspSEE MORE
 
26. Super-Duper Subtraction Quiz.

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Fifty questions; self-checking. Click «Give Me a New Quiz» for more challenges. &nbspSEE MORE
 
27. Take it Away.

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Subtract the numbers and click on the correct answer. This game has 10 questions.&nbspSEE MORE
 
28. Ultimate Speed Math.

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Choose «Subtraction» operation and the numbers you want to practice. Set the countdown and see how many problems you can correctly answer. You can also practice Addition, Division, and Multiplication skills. (There is an ad first, then the game will load.)&nbspSEE MORE
 
29. War Pretzels — Defeat the Arm Wrestling Soft Pretzels.

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Practice addition and subtraction skills as you challenge opponents to a game of arm wrestling. (Game will load after an ad.)&nbspSEE MORE
 
30. Word Problems.

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Eight self-checking questions. &nbspSEE MORE
 

Mathematics simulators 1st grade. Examples for addition and subtraction, tasks — «Family and School»

Contents

GDZ in mathematics Grade 1 textbook Moro, Volkov Part 2


  • Type: GDZ, Reshebnik.
  • Author: Moro M. I., Volkova S. I., Stepanova S. V.
  • Year: 2020.
  • Series: School of Russia (FSES).
  • Publisher: Education.

Solution sheet — page 16 Completed homework

Top of page assignment

Explain how each table is set up. Write down and calculate the sums using the permutation of the terms. Check yourself against the table on the back of the cover.

Answer:
The tables are compiled in such a way that in each line all examples have 1 answer: in the first line the value of the examples is 6, in the second line the value of the examples is 7, etc.

Using a permutation of the terms, we calculate the sums.
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Number 1.

Find examples in the table in which the sum is equal to the number 10, 8, 7.

Answer:

Number 2.

Katya came up with 5 examples for addition and 4 examples for subtraction.


Put the question in such a way that the problem can be solved by subtraction.

Answer:

Number 3.

Find out the length of each segment. Which one is longer and by how many centimeters? Solve the problem in different ways. nine0003

Answer:

The length of the red segment is 10 cm.
The length of the green segment is 7 cm.

Method 1:
10 − 7 = 3 (cm)
Answer: 3 cm longer.

Method 2:
I will count the free centimeters that are not included in the length of the green segment and are included only in the red segment. So much cm is the red segment longer than the green one.

Number 4.

Make different problems according to the picture and solve them. nine0003

Answer:

Number 5.

Make 2 identical squares out of 7 identical sticks, and 1 large square and 1 small square out of 10 sticks.

Answer:

Job at the bottom of the page

Answer:
1 + 7 = 8 2 + 5 = 7 3 + 6 = 9

Marginal task

Draw and color the pattern.

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Rating

👇 Choose another page 👇

Part 1

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Page 16 — GDZ Mathematics Grade 1.

Moreau, Volkova. Tutorial part 2

  1. Home
  2. GDZ
  3. 1 class
  4. Maths
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  5. Moreau, Volkova. Textbook
  6. Rearrangement of terms
  7. Page 16. Part 2

Back to tutorial content

Permutation of terms

Question

Explain how each table is made up.

Write down and calculate the sums using the permutation of the terms.

Check yourself against the table on the back cover.

Answer
nine0643


Share with your friends on social networks:

Question

1. Find examples in the table in which the sum is equal to the number 10, 8, 7.

Answer

Share with your friends on social networks:

Question

2. Katya came up with 5 examples for addition and 4 examples for subtraction.

Put the question in such a way that the problem can be solved by subtraction. nine0003

Answer

Share with your friends on social networks:

Question

3. Find out the length of each segment. Which one is longer and by how many centimeters?

Solve the problem in different ways.

Answer

Share with your friends on social networks:

Question

4. Make different problems according to the picture and solve them.

Answer

Share with your friends on social networks:

Question

5. Make 2 identical squares out of 7 identical sticks, and 1 large square and 1 small square out of 10 sticks.

Answer

Share with your friends on social networks:


Question
1 + 7 2+5 3+6
Answer

Share with your friends on social networks:

Back to tutorial content


Grade 1 — Elementary Math

Overview

Think Math! is based on the principle that children are curious about problem solving. The content of each level of learning builds a penchant for puzzle solving, develops math “mind habits” through games, puzzles, mental math, and other collaborative activities to provide a fun and motivating experience for a diverse student community. nine0003

B Think about math! , first graders are eager to explore mathematical relationships. They sort and classify by attributes and explain sorting rules. They think of addition and subtraction as jumps on the number line, understanding that the plus jump moves forward and the minus jump moves backward. Training focuses on strategies for adding and subtracting within 20, including doubling, dividing numbers in half, and pairing numbers up to 10 and 20 — eventually progressing to higher numbers up to 120 by learning digits and grouping. They experiment with linear measurements, using both custom and standard units to measure various objects. nine0003

All study materials can be accessed in the table below in PDF format by chapter.

List of chapters

Chapter Topics Think Math Resources
Chapter 1: 2D shapes and patterns
  • Identification numbers and quantities
  • Attribute analysis
  • Pattern identification
Chapter 1 Student Activities (LAB) pages
Chapter 1 Practice Pages
Chapter 1 Extension Pages
Chapter 1 Action Masters
nine0002 Chapter 1 School-Home Connection Letter (English/Spanish)

Chapter 2: Number Lines and Time
  • Number comparison
  • Understanding addition and subtraction
  • Measurement time
Chapter 2 Lesson Activity Pages (LAB) for Students
Chapter 2 Practice Pages
Chapter 2 Extension Pages
Chapter 2 Operation Wizards

Chapter 2 School-Home Connection Letter (English/Spanish)

Chapter 3: Account and money
  • Penny to nickel ratio
  • Development of counting strategies
  • Depositing amounts in different ways
  • Representing coins
Chapter 3 Student Learning Activities (LAB) pages
Chapter 3 Practice Pages
Chapter 3 Extension Pages
Chapter 3 Operation Wizards

Chapter 3 School-Home Connection Letter (English/Spanish)

Chapter 4 Learning Addition and Subtraction
  • Sorting and combining in any order
  • Development of addition and subtraction strategies
Chapter 4 Student Learning Activities (LAB) pages
Chapter 4 Practice Pages
Chapter 4 Extension Pages
Chapter 4 Operation Wizards

Chapter 4 School-Home Connection Letter (English/Spanish)

Chapter 5: Working with Tens
  • Tens and ones addition
  • Two-digit representation using dimes and pennies
  • tell time
  • Working with multiples of ten
Chapter 5 Lesson Activity Pages (LAB) for Students
Chapter 5 Practice Pages
Chapter 5 Extension Pages
Chapter 5 Operation Wizards

Chapter 5 School-Home Connection Letter (English/Spanish)

Chapter 6: Data and Probability
  • Data collection and systematization
  • Display and interpretation of data
  • Probability description
Chapter 6 Student Learning Activities (LAB) pages
Chapter 6 Practice Pages
Chapter 6 Extension Pages
Chapter 6 Operation Wizards

Chapter 6 School-Home Connection Letter (English/Spanish)

Chapter 7 Working with Large Numbers
  • Revealing patterns and rules
  • Understanding large numbers
  • Acquaintance with the quarter
  • Finding the values ​​of coin collections
Chapter 7 Student Activity Pages (LAB)
Chapter 7 Practice Pages
Chapter 7 Extension Pages
Chapter 7 Operation Wizards

Chapter 7 School-Home Connection Letter (English/Spanish)

Chapter 8. Doubling, bisection and fractions
  • Doubling and halving as processes
  • Double and halve coin collections
  • Understanding fractions as quantities
Chapter 8 Lesson Activity Pages (LAB) for Students
Chapter 8 Practice Pages
Chapter 8 Extension Pages
Chapter 8 Operation Wizards

Chapter 8 School-Home Connection Letter (English/Spanish)

Chapter 9: Simulating addition and subtraction
  • Simulation and recording of additional offers
  • Applying the rules of addition and subtraction
  • Relative addition and subtraction
Chapter 9 Student Learning Activities (LAB) pages
Chapter 9 Practice Pages
Chapter 9 Extension Pages
Chapter 9 Operation Wizards

Chapter 9 School-Home Connection Letter (English/Spanish)

Chapter 10. Maps, grids and geometric shapes
  • Study of lines and paths
  • Creating 2D spaces
  • Learning 2D and 3D shapes
Chapter 10 Student Activity Pages (LAB)
Chapter 10 Practice Pages
Chapter 10 Extension Pages
Chapter 10 Operation Wizards

Chapter 10 School-Home Connection Letter (English/Spanish)

Chapter 11. Comparison of numbers, temperatures and weights
  • Number comparison
  • Adding or subtracting equal amounts from both parts of a sentence
  • Use and understanding of weight
Chapter 11 Student Activity Pages (LAB)
Chapter 11 Practice Pages
Chapter 11 Extension Pages
Chapter 11 Operation Wizards

Chapter 11 School-Home Connection Letter (English/Spanish)

Chapter 12: Length, area and capacity nine0008

  • Measurement for quantitative comparison
  • Use of units of measure as cultural conventions
  • Ratio of unit size to number of units
  • Chapter 12 Student Activity Pages (LAB)
    Chapter 12 Practice Pages
    Chapter 12 Extension Pages
    Chapter 12 Operation Wizards

    Chapter 12 School-Home Connection Letter (English/Spanish)

    Chapter 13: Creation and destruction of numbers
    • Manufacture and dismantling of numbers
    • Finding sums up to 20
    Chapter 13 Student Activity Pages (LAB)
    Chapter 13 Practice Pages
    Chapter 13 Extension Pages
    Chapter 13 Operation Wizards

    Chapter 13 School-Home Connection Letter (English/Spanish)

    Chapter 14. Addition and Subtraction Extension
    • Using addition and subtraction strategies
    • Presentation of numerical sentences from many situations
    Chapter 14 Student Activity Pages (LAB)
    Chapter 14 Practice Pages
    Chapter 14 Extension Pages
    Chapter 14 Operation Wizards

    Chapter 14 School-Home Connection Letter (English/Spanish)

    Chapter 15 Learning Rules and Patterns
    • Learning different rules
    • Identification of inputs and outputs
    • nine0009 Cancellation of rules

    Chapter 15 Student Activity Pages (LAB)
    Chapter 15 Practice Pages
    Chapter 15 Extension Pages
    Chapter 15 Action Masters

    Chapter 15 School-Home Connection Letter (English/Spanish)

    Standards of Math Practice for 1st Grade

    Standards of Math Practice K-12 describes the different types of knowledge that math teachers at all levels should strive to develop in their students. This page provides examples of what the 1st grade standards of practice look like.
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    Standards

    Explanations and examples

    1. Understand problems and persevere in solving them.

    1st grade students who have mathematical ability learn problems (problems), can understand the meaning of the problem and find a starting point or a way to start the task. 1st grade students also build the foundation for problem-solving strategies and learn how to use those strategies independently to solve new problems. In grade 1, student work builds on kindergarten principles and still relies heavily on concrete manipulation and graphic representations. The exception is when CCSS uses the word fluent for mental math. Grade 1 students should also be persistent in solving problems; that is, if students reach a point where they are stuck, they can revisit the problem and continue with the problem. Finally, at the end of the task, the math-savvy students in the class ask themselves, “Does my answer make sense?” nine0003

    2. Think abstractly and quantitatively.

    1st grade students with mathematical ability understand quantities and relationships when solving problems. This involves two processes — decontextualization and contextualization. In Grade 1, students represent situations by decontextualizing tasks into numbers and symbols. For example, in the task “There are 60 children on the playground, and some children are lining up. If 20 kids are still playing, how many kids are lined up? Grade 1 students are expected to translate this situation into an equation: 60 — 20 = ___ and then solve the problem. Students also contextualize situations in the process of problem solving. For example, in the problem above, students refer to the context of the problem to determine that they need to subtract 20 because the number of children in the playground is the total, except for 20 who are still playing. Reasoning processes are also class 1 because they consider ways to divide two-dimensional geometric shapes into halves and quarters. nine0003

    3. Come up with viable arguments and criticize the reasoning of others.

    1st grade students with mathematical ability accurately use definitions and previously established answers to build sound arguments in mathematics. For example, when solving the problem “There are 15 books on the shelf. If you take a few books off the shelf and there are 7 books left, how many books will you take off the shelf?” Students will use different strategies to solve the problem. After solving the problem, 1st grade students are expected to share problem solving strategies and discuss the validity of their classmates’ strategies. nine0003

    4. Model with mathematics.

    Math-savvy 1st grade students model real-life math situations using a number sentence or equation and check that their equation matches exactly the context of the problem. Grade 1 students rely on specific manipulations and graphic representations to solve problems, but they are also expected to write an equation to model problem situations. For example, when solving the problem “there are 11 bananas on the counter”. If you eat 4 bananas, how many will be left? 1st grade students should write the equation 11-4 = 7. Similarly, 1st grade students should construct the appropriate problem situation from the equation. For example, students are expected to complete the story task for Equation 13-7 = 6.9.0007

    5. Use the right tools strategically.

    1st grade students who are good at math have access to and use tools properly. These tools may include counters, decimal blocks, hundreds boards, number lines, and specific geometric shapes (eg, pattern blocks, 3D solids). Students should also have experience with educational technologies such as calculators and virtual manipulators that support conceptual understanding and higher order thinking skills. During classroom learning, students should have access to a variety of math tools as well as paper and determine which tools are most appropriate to use. For example, by solving 12 + 8 = __, students explain why shock blocks are more appropriate than counters. nine0003

    6. Pay attention to accuracy.

    1st grade students with mathematical ability are accurate in communication, calculation and measurement. In all math problems, Grade 1 students clearly describe their actions and strategies, accurately using vocabulary appropriate to their grade, and giving precise explanations and reasoning about their decision-making process. For example, by measuring objects iteratively (repeatedly), students check for gaps or overlaps. When performing tasks for the sense of number, students check their work to make sure that the decisions are correct and reasonable. nine0003

    7. Look for and use structure.

    Math-savvy 1st grade students carefully look for patterns and patterns in the number system and other areas of mathematics. When solving addition problems, students begin to realize the commutative property that 7 + 4 = 11, and 4 + 7 = 11. When decomposing two-digit numbers, students understand that any two-digit number can be divided into tens, and for example. 35 = 30 + 5, 76 = 70+6. Also, 1st grade students use structure when they are working with subtraction since missing term problems like 13- 7 = __ can be written as 7+ __ = 13 and can be seen as how much more do I need to add to 7 to get to 13? nine0003

    8. Look for and express patterns in repetitive reasoning.

    Mathematically savvy Grade 1 students begin to look for patterns in problem structures when solving mathematical problems. For example, when adding three single digit numbers and using the «Do 10» or «Doubling» strategies, students perform future tasks looking for opportunities to apply the same strategies. For example, when solving 8+7+2, a student might say, «I know that 8 and 2 are 10, and then I add 7 to get 17. This helps to see if I can make 10 out of 2 numbers when I start «. Next, students use repeated reasoning when solving a problem with multiple correct answers. For example, in the task “There are 12 crayons in a box. Some are red and some are blue. How many can there be? 1st grade students should understand that among 12 crayons there can be 6 pencils of each color (6+6 = 12), 7 of one color and 5 of another (7+5 = 12). nine0003