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12/02 Revised: 1/17; 11/17; 7/18Clinical HandbookClinical Handbook Page 1 of 9312/02 Revised: 1/17; 11/17; 7/18Clinical Handbook Page 2 of 9312/02 Revised: 1/17; 11/17; 7/18Clinical Contact #s South

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How to fill out simplify using distributive property

01

To simplify an expression using the distributive property, follow these steps:

02

Identify the expression that contains both a multiplication operation and addition or subtraction operations.

03

Distribute the multiplication operation to each term inside the parentheses. This means multiplying each term inside the parentheses by the number outside the parentheses.

04

Simplify the resulting expression by combining like terms and performing any necessary operations.

05

The simplified expression is the final result.

Who needs simplify using distributive property?

01

Anyone who wants to simplify algebraic expressions can use the distributive property. It is especially useful when dealing with expressions that involve both multiplication and addition/subtraction operations.

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