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Commutative and Associative Properties Practice

Commutative and Associative Properties Practice

Assessment

Presentation

•

Mathematics

•

7th Grade

•

Medium

•
CCSS
3.OA.B.5, 1.OA.B.3

Standards-aligned

Created by

Kassia Kessler

Used 9+ times

FREE Resource

6 Slides • 3 Questions

1

Commutative and Associative Properties Practice

For Addition and Multiplication Only!

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2

3

Multiple Choice

How could you use the Commutative Property to rearrange the problem below to make it easier to solve?



 25⋅7⋅4=25\cdot7\cdot4=  

1

 7⋅4⋅257\cdot4\cdot25  

2

 25⋅4⋅725\cdot4\cdot7  

4

Answer

By using the Commutative Property and rearranging the expression to  25⋅4⋅725\cdot4\cdot7   you can multiply  25\cdot4   to get 100 and then multiply  100\cdot7  to get 700.  That is much easier than multiplying  25⋅725\cdot7  and then taking that answer and multipling it by 4.

5

Multiple Choice

How could you rearrange the problem below to make it easier to solve? 



 12+7+13+812+7+13+8  

1

 8+13+7+128+13+7+12  

2

 12+8+13+712+8+13+7  

6

Answer

 12+8+13+712+8+13+7   puts the 12+8 together which is a nice number and 13+7 which again is a nice number.

7

Multiple Choice

Use the associative property to group the expression

 6⋅5⋅2⋅106\cdot5\cdot2\cdot10  to make it easier to solve.

1

 (6⋅2)⋅5⋅10\left(6\cdot2\right)\cdot5\cdot10  

2

 6⋅(5⋅2⋅10)6\cdot\left(5\cdot2\cdot10\right)  

3

 6⋅2⋅(5⋅10)6\cdot2\cdot\left(5\cdot10\right)  

8

Answer

By grouping  (5⋅2⋅10)\left(5\cdot2\cdot10\right)  you get 100. You can then easily multiply  6⋅1006\cdot100 to get 600.

9

You can use both properties too!

 12+7+13+812+7+13+8   can be rearranged using the Commutative Property to  12+8+13+712+8+13+7   but you can also use the Associative Property to group it like  (12+8)+(13+7)\left(12+8\right)+\left(13+7\right)  .

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Commutative and Associative Properties Practice

For Addition and Multiplication Only!

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