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Solve for \( w \). \[ -w+34=163 \] \( w=\square \)

Ask by Mathis Clark. in the United States
Mar 12,2025

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Answer

\( w = -129 \)

Solution

1. Start with the equation: \[ -w + 34 = 163 \] 2. Subtract \(34\) from both sides to isolate the term with \(w\): \[ -w = 163 - 34 = 129 \] 3. Multiply both sides by \(-1\) to solve for \(w\): \[ w = -129 \] Thus, the solution is \(w = -129\).

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To solve for \( w \), we can begin by isolating \( w \) on one side of the equation. Start with the original equation: \[ -w + 34 = 163 \] Next, subtract 34 from both sides: \[ -w = 163 - 34 \] This simplifies to: \[ -w = 129 \] Now, to solve for \( w \), multiply both sides by -1: \[ w = -129 \] So, \( w = -129 \).

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