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What property justifies that 6x+9/3=2x+3? A. Commutative Property of Addition B. Commutative Property of Multiplication C. Distributive Property D. Addition of Like Terms

What property justifies that 6x+9/3=2x+3? A. Commutative Property of Addition B. Commutative-example-1
User NkS
by
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2 Answers

6 votes

Answer:

C. Distributive property

Explanation:

From the question,


(6x+ 9)/(3) =
(6x)/(3) + (9)/(3) (distributive property of the denominator)

= 2x + 3

The denominator in the question is distributive over the two terms in the numerator.

User Broadband
by
6.2k points
2 votes

Answer:

OPTION C - Distributive Property

Explanation:

Given:
$ (6x + 9)/(3) $

This is equal to:
$ (6x)/(3) + (9)/(3) $

⇒
$ 2x + 3 $

Here,
$ 3 $ is distributed over each term. Hence, distributive property is used.

User ThomasK
by
6.9k points
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