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Solve for ss.7s+8≤17s + 8 \leq 1

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Full solution

Q. Solve for ss.7s+8≤17s + 8 \leq 1
  1. Subtract 88: Subtract 88 from both sides of the inequality to isolate the term with the variable ss. \newline7s+8−8≤1−87s + 8 - 8 \leq 1 - 8\newline7s≤−77s \leq -7
  2. Divide by 77: Divide both sides of the inequality by 77 to solve for ss.7s7≤−77\frac{7s}{7} \leq \frac{-7}{7}s≤−1s \leq -1

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