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Algebra Tiles Method for Adding and Subtracting Integers, Exercises of Algebra

Instructions and examples for modeling addition and subtraction of integers using algebra tiles and number lines. Students are guided through the process of representing and solving problems with tiles, circling zero pairs, and taking away tiles to find the solution.

Typology: Exercises

2021/2022

Uploaded on 09/12/2022

faylin
faylin 🇺🇸

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Name: _____________________________ Date:_____________ Block: __________
NUMBER LINES
Examples:
Use the below number lines to model the given ADDITION problems:
1. 4 + 3 = _____
2. 7 + (-3) = _____
3. -6 + (-3) = _____
4. -10 + 2 = _____
5. -2 + (-6)= _____
PURPOSE: To practice adding and subtracting integers with number lines
and algebra tiles (charge method). SOL: 7.3
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Download Algebra Tiles Method for Adding and Subtracting Integers and more Exercises Algebra in PDF only on Docsity!

Name: _____________________________ Date:_____________ Block: __________

NUMBER LINES

Examples:

Use the below number lines to model the given ADDITION problems:

1. 4 + 3 = _____

2. 7 + (-3) = _____

3. -6 + (-3) = _____

4. -10 + 2 = _____

5. -2 + (-6)= _____

PURPOSE: To practice adding and subtracting integers with number lines

and algebra tiles (charge method). SOL: 7.

6. -4 + 7 = _____

7. -7 + (-1) = _____

8. -6 + 8 = _____

9. 10 + (-8) = _____

10. 1 + (-5)= _____

11. -3 + 0 = _____

12. -9 + (-1) = _____

13. -3 + 9 = ______

  1. Represent - 4 + 9 in the mat to the right. Circle the zero pair(s). How many zero pairs are in the problem? _____ What is the solution to -4 + 9? _____
  2. Represent 2 + (-3) in the mat to the right. Circle the zero pair(s). How many zero pairs are in the problem? _____ What is the solution to 2 + (-3)? _____
  3. Represent - 2 + 8 in the mat to the right. Circle the zero pair(s). How many zero pairs are in the problem? _____ What is the solution to -2 + 8? _____
  4. Represent 3 + (-5) in the mat to the right. Circle the zero pair(s). How many zero pairs are in the problem? _____ What is the solution to 3 + (-5)? _____
  5. Why are some answers positive and some answers negative?
  6. How can you predict the sign of the sum (answer) before you actually “do the math”?
  7. Write a rule that works for adding integers with different signs.

Represent the following problems on the given number lines:

DATE: ______/_______/_______

NAME:__________________________

“ADDITION Integer MODELING”

Subtraction Modeling Lab

Date:^ Name:_______________________ _______________________

PART ONE -- NUMBER LINES

Examples : 5 – 8 = -

Use the below number lines to model the given subtraction problems:

  1. 4 3 = _____
  2. 7 9 = _____
  3. -6 3 = _____
  4. -4 2 = _____
  5. -2 (-6)= _____
  6. -5 (-3) = _____
  7. 8 2 = _____
  8. 7 (-2) = _____
  9. 4 7 = _____
  10. 2 (-5) = _____

End

Start

End

Start

PART TW0 ALGEBRA TILES / Charge Method

Example: 8 – 6 = 2

Put 9 positive tiles on the mat. Take 2 positive tiles away.

How many do you have left? _______

  1. 7 5 Put 7 positive tiles on your mat. Take 5 positive tiles away. How many do you have left? _______
  2. -9 (-3) Put 9 negative tiles on your mat.Take 3 negative tiles away.

How many do you have left? _______

    • 3 (-2) Put 3 negative tiles on your mat. Take 2 negative tiles away. How many do you have left? _______

Start with 8.Circle what needs to betaken away. What’s left? Answer:

  1. (^) Put 1 positive tile on your mat. 1 (- 2) Add zero pairs in order to take away 2 negative tiles. How many zero pairs did you add?_______ What do you have left? _______
  2. (^) Put 4 positive tiles on your mat. 4 (- 3) Add zero pairs in order to take away3 negative tiles. How many zero pairs did you add? ________ What do you have left? ________
  3. (^) Put 7 positive tiles on your mat. 7 (-5) Add zero pairs in order to take away5 negative tiles. How many zero pairs did you add? _________ What do you have left? _________
  4. Why are zero pairs important?
  5. Do you need zero pairs to solve the following: -2 (-8)? Use a visual to support your answer.
  6. Write a rule that works for subtracting integers.

Represent the following problems on the given number lines:

DATE: ______/_______/_______

NAME:__________________________

“subtraction INTEGER MODELING”