Question

The associative property does not work for which operations? Check all that apply

Answer 1

Division and subtraction.

Answer 2

Associative property does not work for Subtraction and Division.

What is associative property?

The associative property states that after grouping the expressions in different ways the outcome will not change.

How to know in which operations the associative property  will not be applicable?

• Checking whether the associative property is applicable for addition.

(a + b) + c = a +(b + c)

So associative property is applicable for addition.

• Checking whether the associative property is applicable for multiplication.

( a X b) X c = a X ( b X c) = abc

So associative property is applicable for multiplication

• Checking whether the associative property is applicable for  Division.

(a ÷ b) ÷ c ≠ a ÷ (b ÷ c)

So, the associative property is not applicable for  Division

• Checking whether the associative property is applicable for  Subtraction.

(a-b) - c ≠ a - (b -c)

So,  the associative property is not applicable for Subtraction

So, we can say associative property does not work for Subtraction and division.

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