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Which property of multiplication states that changing the order of the factors does not change the product?

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Which of these equations shows the ‘Associative Property’ of multiplication?

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If 5 x 6 = 30, then according to the ‘Commutative Property’, what else must be true?

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Which property helps you solve ‘ (2 x 5) x 4 ‘ by first calculating ‘ 5 x 4 ‘ and then multiplying by 2?

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Which equation is an example of the ‘Commutative Property’?

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To solve ‘ (6 x 1) x 7 ‘, which equivalent expression uses the ‘Associative Property’?

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If you have 3 rows of 4 apples, which multiplication fact shows the ‘Commutative Property’ if you have 4 rows of 3 apples?

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What does the ‘Associative Property’ allow you to change in a multiplication problem with three or more factors?

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Which property is most useful when you want to multiply 2 x 7 x 5 in an easier way, like ‘ (2 x 5) x 7 ‘?

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If ‘a’ and ‘b’ are any two numbers, the ‘Commutative Property’ of multiplication can be written as:

State whether the following statement is True or False.

The ‘Commutative Property’ of multiplication applies to any two numbers.

State whether the following statement is True or False.

(3 x 4) x 2 = 3 x (4 x 2)’ is an example of the ‘Commutative Property’.

State whether the following statement is True or False.

According to the ‘Associative Property’, ‘ (1 x 5) x 6 ‘ has a different product than ‘ 1 x (5 x 6) ‘.

State whether the following statement is True or False.

The ‘Commutative Property’ only works with even numbers.

State whether the following statement is True or False.

The ‘Associative Property’ requires at least three numbers to be multiplied.

State whether the following statement is True or False.

The equation ‘8 x 1 = 8’ demonstrates the ‘Commutative Property’.

State whether the following statement is True or False.

If you multiply (2 x 3) and then multiply the result by 4, it is the same as multiplying 2 by (3 x 4).

State whether the following statement is True or False.

The ‘Commutative Property’ is also known as the ‘Order Property’ in some textbooks.

State whether the following statement is True or False.

The ‘Associative Property’ of multiplication works for subtraction too.

State whether the following statement is True or False.

Using the ‘Commutative Property’, ‘ (2 x 3) x 5 ‘ can be rewritten as ‘ (3 x 2) x 5 ‘.

Read the statement and its reason, then choose the correct combination.

Statement: ‘ 7 x 4 = 4 x 7 ‘ is an example of the ‘Commutative Property’.

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Statement: ‘ (3 x 5) x 2 ‘ equals ‘ 3 x (5 x 2) ‘ due to the ‘Associative Property’.

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Statement: You can rewrite ‘ 2 x 8 ‘ as ‘ 8 x 2 ‘ using the ‘Associative Property’.

Read the statement and its reason, then choose the correct combination.

Statement: The ‘Commutative Property’ is helpful for simplifying calculations like ‘ 5 x 9 ‘ because you can do ‘ 9 x 5 ‘ instead.

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Statement: ‘ (2 x 6) x 3 = 2 x (6 x 3) ‘ is a valid use of the ‘Associative Property’.

Read the statement and its reason, then choose the correct combination.

Statement: The ‘Commutative Property’ works for ‘3 – 2 = 2 – 3’.

Read the statement and its reason, then choose the correct combination.

Statement: You must multiply the numbers inside the parentheses first when applying the ‘Associative Property’.

Read the statement and its reason, then choose the correct combination.

Statement: ‘ (1 x 7) x 3 ‘ can be more easily solved as ‘ 1 x (7 x 3) ‘ using the ‘Associative Property’.

Read the statement and its reason, then choose the correct combination.

Statement: The product of ‘ 9 x 2 ‘ is the same as ‘ 2 x 9 ‘ due to the ‘Commutative Property’.

Read the statement and its reason, then choose the correct combination.

Statement: ‘ (a x b) x c = c x (b x a) ‘ is an example of ‘only’ the ‘Associative Property’.

Select an item from Column A, then select its match in Column B.

Fill in the blank with the correct word or phrase.

The ‘Commutative Property’ of multiplication means that changing the — Select —721moveb x a24 x 56 x 4orderthree or moregrouping of the factors does not change the product.

Fill in the blank with the correct word or phrase.

The ‘Associative Property’ of multiplication allows you to change the — Select —6 x 47ordermove21three or moreb x agrouping24 x 5 of factors without changing the product.

Fill in the blank with the correct word or phrase.

According to the ‘Commutative Property’, ‘ 4 x 6 ‘ is the same as ‘ — Select —order27groupingmove4 x 56 x 4three or more21b x a ‘.

Fill in the blank with the correct word or phrase.

To solve ‘ (2 x 4) x 5 ‘, using the ‘Associative Property’ you could write ‘ 2 x (— Select —order4 x 5groupingmove2b x athree or more76 x 421) ‘.

Fill in the blank with the correct word or phrase.

The ‘Commutative Property’ states that for any numbers ‘a’ and ‘b’, ‘a x b’ is equal to ‘ — Select —move4 x 521three or more6 x 472orderb x agrouping ‘.

Fill in the blank with the correct word or phrase.

The ‘Associative Property’ is primarily used when multiplying — Select —7216 x 4b x athree or moregrouping4 x 5order2move numbers.

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If ‘ 7 x 3 = 21 ‘, then the ‘Commutative Property’ tells us that ‘ 3 x 7 ‘ also equals — Select —4 x 5ordergroupingmove6 x 4b x a2172three or more.

Fill in the blank with the correct word or phrase.

Using the ‘Associative Property’, ‘ (1 x 8) x 2 ‘ is equivalent to ‘ 1 x (8 x — Select —order72groupingb x a4 x 56 x 421three or moremove) ‘.

Fill in the blank with the correct word or phrase.

The word ‘commute’ means to ‘travel or move around’, which helps us remember that the ‘Commutative Property’ allows factors to — Select —4 x 5ordergrouping76 x 4movethree or moreb x a212 their positions.

Fill in the blank with the correct word or phrase.

The ‘Associative Property’ helps make multiplication easier when you have several numbers, like multiplying ‘ 5 x 2 x 7 ‘ by first finding ‘ (5 x 2) ‘, then multiplying by ‘ — Select —6 x 47b x a214 x 5three or moreordergrouping2move ‘.

Solve the following numerical problems. Apply the properties where appropriate.

Complete the equation: 5 x 8 = 8 x ? — Select —3 x 12TRUE3635 x (1 x 8)24405

Solve the following numerical problems. Apply the properties where appropriate.

What is the product of (3 x 2) x 6? — Select —3245405 x (1 x 8)36TRUE3 x 12

Solve the following numerical problems. Apply the properties where appropriate.

Fill in the missing number: 7 x ? = 3 x 7 — Select —363 x 125 x (1 x 8)40TRUE5324

Solve the following numerical problems. Apply the properties where appropriate.

Evaluate: 4 x (2 x 5) — Select —363 x 1240TRUE5 x (1 x 8)2453

Solve the following numerical problems. Apply the properties where appropriate.

If 9 x 4 = 36, what is 4 x 9? (Based on Commutative Property) — Select —5403 x 125 x (1 x 8)336TRUE24

Solve the following numerical problems. Apply the properties where appropriate.

Which expression is equal to (5 x 1) x 8 using the ‘Associative Property’? — Select —365403 x 12TRUE3245 x (1 x 8)

Solve the following numerical problems. Apply the properties where appropriate.

Is ‘ (6 x 2) x 1 = 6 x (2 x 1) ‘ True or False? — Select —403 x 1236TRUE2435 x (1 x 8)5

Solve the following numerical problems. Apply the properties where appropriate.

Rewrite ‘ 12 x 3 ‘ using the ‘Commutative Property’. — Select —5 x (1 x 8)24336405TRUE3 x 12

Solve the following numerical problems. Apply the properties where appropriate.

What is the result of ‘ 2 x (3 x 4) ‘? — Select —365 x (1 x 8)3245TRUE3 x 1240

Solve the following numerical problems. Apply the properties where appropriate.

Fill in the blank: (8 x 1) x 5 = 8 x (1 x _) — Select —20Associative Property2540 (both sides)Yes18 stickers; 3 x 635

Solve the following numerical problems. Apply the properties where appropriate.

If ‘a = 10’ and ‘b = 2’, what is ‘b x a’ using the ‘Commutative Property’? — Select —35518 stickers; 3 x 6Associative Property240 (both sides)Yes20

Solve the following numerical problems. Apply the properties where appropriate.

Compare: (4 x 3) x 2 and 4 x (3 x 2). Are they equal? — Select —3525Yes18 stickers; 3 x 62040 (both sides)Associative Property

Solve the following numerical problems. Apply the properties where appropriate.

What is the product of ‘ 7 x 5 ‘ and ‘ 5 x 7 ‘? — Select —540 (both sides)18 stickers; 3 x 6220Yes35Associative Property

Solve the following numerical problems. Apply the properties where appropriate.

Find the missing number: (5 x ?) x 3 = 5 x (2 x 3) — Select —18 stickers; 3 x 6202535Yes40 (both sides)Associative Property

Solve the following numerical problems. Apply the properties where appropriate.

Apply the ‘Commutative Property’: If I buy 6 packs of 3 stickers, how many stickers is that, and how can I write it differently? — Select —Yes5Associative Property3520218 stickers; 3 x 640 (both sides)

Solve the following numerical problems. Apply the properties where appropriate.

Evaluate both sides: ‘ (10 x 1) x 4 ‘ and ‘ 10 x (1 x 4) ‘. — Select —Associative Property518 stickers; 3 x 640 (both sides)Yes20352

Solve the following numerical problems. Apply the properties where appropriate.

Is ‘ 2 x 0 = 0 x 2 ‘ an example of the ‘Commutative Property’? (Yes/No) — Select —YesAssociative Property40 (both sides)18 stickers; 3 x 6253520

Solve the following numerical problems. Apply the properties where appropriate.

Which property allows us to write ‘ 8 x (2 x 5) ‘ as ‘ (8 x 2) x 5 ‘? — Select —40 (both sides)Yes518 stickers; 3 x 620352Associative Property

Solve the following numerical problems. Apply the properties where appropriate.

If ‘m’ and ‘n’ are factors, which property says ‘m x n = n x m’? — Select —Commutative Property2 x 11No36542YesTRUE

Solve the following numerical problems. Apply the properties where appropriate.

Fill in the blank to make the ‘Associative Property’ true: ‘ (3 x 4) x _ = 3 x (4 x 5) ‘ — Select —NoYesTRUE5Commutative Property2 x 114236

Solve the following numerical problems. Apply the properties where appropriate.

True or False: The ‘Commutative Property’ is also known as the ‘Order Property’. — Select —5TRUE36YesCommutative PropertyNo422 x 11

Solve the following numerical problems. Apply the properties where appropriate.

What is the result if you apply the ‘Associative Property’ to ‘ (7 x 2) x 3 ‘ to get ‘ 7 x (2 x 3) ‘ and then solve? — Select —Commutative Property2 x 11NoTRUE365Yes42

Solve the following numerical problems. Apply the properties where appropriate.

Is ‘ (2 x 3) + 4 = 2 + (3 x 4) ‘ an example of the ‘Associative Property’ of multiplication? (Yes/No) — Select —5Commutative PropertyNo36422 x 11TRUEYes

Solve the following numerical problems. Apply the properties where appropriate.

Complete the equation using the ‘Commutative Property’: ‘ 11 x 2 = ? ‘ — Select —5TRUECommutative Property2 x 11Yes4236No

Solve the following numerical problems. Apply the properties where appropriate.

Multiply: ‘ 9 x 1 x 4 ‘ (Hint: use ‘Associative Property’ to simplify if needed). — Select —Commutative Property36No42TRUEYes52 x 11

Solve the following numerical problems. Apply the properties where appropriate.

If ‘ p = 6 ‘ and ‘ q = 7 ‘, does ‘ p x q = q x p ‘? — Select —5TRUE36NoYesCommutative Property2 x 1142