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-8x+5(x-9)
distribute and combine like terms

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Answer:

The simplified expression after distributing and combining like terms is: -3x - 45.

Explanation:

1. Distribute 5 to the terms inside the parentheses: -8x + 5x - 45.

2. Combine the x terms: (-8x + 5x) - 45 = -3x - 45.

User Tallboy
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Answer: -3x - 45

Explanation:

Our task is to simplify the expression:


\sf{-8x+5(x-9)}

Distribute 5:


\sf{-8x+5x-45}

Next, combine like terms:


\sf{-3x-45}

Therefore, the answer is -3x - 45.

User Samy Massoud
by
8.4k points

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