Questions: Simplify the expression: -(-x+y-5) Select the correct response: -x+y-5 x+y-5 x-y+5 x-y-5

Simplify the expression: -(-x+y-5) Select the correct response: -x+y-5 x+y-5 x-y+5 x-y-5
Transcript text: 3. CS Algebra I Sem I 2024-25 Tuesday 1 pm PST (4pm E 2.2 - Online Quiz - The Distributive Property Question 5 of 5 Simplify the expression: \[ -(-x+y-5) \] Select the correct response: $-x+y-5$ $x+y-5$ $x-y+5$ $x-y-5$ Previous
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Solution

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Solution Steps

To simplify the expression −(−x+y−5)-(-x+y-5), we need to distribute the negative sign across the terms inside the parentheses. This involves changing the sign of each term within the parentheses.

Step 1: Distribute the Negative Sign

To simplify the expression −(−x+y−5)-(-x + y - 5), we distribute the negative sign across each term inside the parentheses. This changes the sign of each term:

−(−x+y−5)=x−y+5 -(-x + y - 5) = x - y + 5

Final Answer

The simplified expression is x−y+5\boxed{x - y + 5}.

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