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Solve for kk.\newline3≥−5+−2k3 \geq -5 + -2k

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Full solution

Q. Solve for kk.\newline3≥−5+−2k3 \geq -5 + -2k
  1. Add 55 to isolate terms: Add 55 to both sides to isolate terms involving kk.3+5≥−5+5+−2k3 + 5 \geq -5 + 5 + -2k8≥−2k8 \geq -2k
  2. Divide by −2-2 and flip: Divide both sides by −2-2, remember to flip the inequality sign because dividing by a negative number.\newline8−2≤−2k−2\frac{8}{-2} \leq \frac{-2k}{-2}\newline−4≤k-4 \leq k

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