Math  /  Algebra

Questiond(z8)+5(z8)=d(z-8)+5(z-8)=

Studdy Solution

STEP 1

1. The expression involves a common factor that can be factored out.
2. The goal is to simplify the expression by factoring.

STEP 2

1. Identify and factor out the common factor in the expression.
2. Simplify the factored expression.

STEP 3

Identify the common factor in the terms d(z8) d(z-8) and 5(z8) 5(z-8) . Notice that (z8) (z-8) is a common factor.
d(z8)+5(z8) factors to: (z8)(d+5) d(z-8) + 5(z-8) \text{ factors to: } (z-8)(d + 5)

STEP 4

The expression is already simplified after factoring out the common factor. Therefore, the simplified expression is:
(z8)(d+5) (z-8)(d + 5)

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