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Solve for aa.\newlinea−6+6≤7\frac{a}{-6} + 6 \leq 7

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Full solution

Q. Solve for aa.\newlinea−6+6≤7\frac{a}{-6} + 6 \leq 7
  1. Isolate variable term: Isolate the variable term by subtracting 66 from both sides.\newlinea−6+6−6≤7−6\frac{a}{-6} + 6 - 6 \leq 7 - 6\newlinea−6≤1\frac{a}{-6} \leq 1
  2. Multiply both sides: Multiply both sides by −6-6 to solve for aa. Remember to flip the inequality sign because we are multiplying by a negative number.\newlinea−6×−6≥1×−6\frac{a}{-6} \times -6 \geq 1 \times -6\newlinea≥−6a \geq -6

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