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Solve for ss. \newline−4(20+5s)≤−5(12s+8)-4(20 + 5s) \leq -5(12s + 8)\newlineWrite your answer with ss first, followed by an inequality symbol.\newline______

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Q. Solve for ss. \newline−4(20+5s)≤−5(12s+8)-4(20 + 5s) \leq -5(12s + 8)\newlineWrite your answer with ss first, followed by an inequality symbol.\newline______
  1. Add 6060s to both sides: Now, let's add 60s60s to both sides to get the ss terms on one side.\newline−80−20s+60s≤−60s−40+60s-80 - 20s + 60s \leq -60s - 40 + 60s\newline−80+40s≤−40-80 + 40s \leq -40
  2. Add 8080 to both sides: Next, add 8080 to both sides to isolate the term with ss.
    −80+40s+80≤−40+80-80 + 40s + 80 \leq -40 + 80
    40s≤4040s \leq 40
  3. Divide both sides: Finally, divide both sides by 4040 to solve for ss.40s40≤4040\frac{40s}{40} \leq \frac{40}{40}s≤1s \leq 1

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