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Solve for ww.\newline−1w−5≥−4-1w - 5 \geq -4

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Full solution

Q. Solve for ww.\newline−1w−5≥−4-1w - 5 \geq -4
  1. Add 55 to isolate variable: Isolate the variable term by adding 55 to both sides of the inequality.\newline−1w−5+5≥−4+5-1w - 5 + 5 \geq -4 + 5\newline−1w≥1-1w \geq 1
  2. Divide by −1-1 to solve: Divide both sides of the inequality by −1-1 to solve for ww. Remember that dividing by a negative number reverses the inequality sign.−1w−1≤1−1\frac{-1w}{-1} \leq \frac{1}{-1}w≤−1w \leq -1

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