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Solve for ss.\newline6(s - 6) > -6

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Full solution

Q. Solve for ss.\newline6(s−6)>−66(s - 6) > -6
  1. Distribute 66: First, we need to distribute the 66 across the terms inside the parentheses.\newlineCalculation: 6(s - 6) > -6 becomes 6s - 36 > -6.
  2. Isolate variable term: Next, we need to isolate the variable term 6s6s by adding 3636 to both sides of the inequality.\newlineCalculation: 6s - 36 + 36 > -6 + 36 simplifies to 6s > 30.
  3. Divide by 66: Now, we divide both sides of the inequality by 66 to solve for ss.\newlineCalculation: \frac{6s}{6} > \frac{30}{6} simplifies to s > 5.

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