Use the distributive property to write the sum as a product.
-$( - 1 ) \cdot 6 + ( - 1 ) \cdot \mathrm { c }$
A) $1 ( 6 + c )$
B) $- 1 ( 6 c )$
C) $- 1 ( 6 - c )$
D) $- 1 ( 6 + c )$

Name: Use the distributive property to write the sum as a product. -$( - 1 ) \cdot 6 + ( - 1 ) \cdot \mathrm { c }$ A) $1 ( 6 + c )$ B) $- 1 ( 6 c )$ C) $- 1 ( 6 - c )$ D) $- 1 ( 6 + c )$
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Question

Quizplus · Accepted Answer

The distributive property allows us to factor out the common factor in both terms, which is $-1$, resulting in $-1(6+c)$.

Use the Distributive Property to Write the Sum as a Product