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Rewrite in simplest terms: -0.6(9s+6)-0.2(-6s-6) Answer:

Rewrite in simplest terms: −0.6(9s+6)−0.2(−6s−6) -0.6(9 s+6)-0.2(-6 s-6) \newlineAnswer:

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Full solution

Q. Rewrite in simplest terms: −0.6(9s+6)−0.2(−6s−6) -0.6(9 s+6)-0.2(-6 s-6) \newlineAnswer:
  1. Distribute −0.6-0.6: Distribute −0.6-0.6 to each term inside the first parentheses (9s+6)(9s+6).−0.6×9s=−5.4s-0.6 \times 9s = -5.4s−0.6×6=−3.6-0.6 \times 6 = -3.6So, −0.6(9s+6)-0.6(9s+6) becomes −5.4s−3.6-5.4s - 3.6.
  2. Distribute −0.2-0.2: Distribute −0.2-0.2 to each term inside the second parentheses (−6s−6)(-6s-6).\newline−0.2×−6s=1.2s-0.2 \times -6s = 1.2s\newline−0.2×−6=1.2-0.2 \times -6 = 1.2\newlineSo, −0.2(−6s−6)-0.2(-6s-6) becomes 1.2s+1.21.2s + 1.2.
  3. Combine results: Combine the results from Step 11 and Step 22.\newline−5.4s−3.6+1.2s+1.2-5.4s - 3.6 + 1.2s + 1.2
  4. Combine like terms: Combine like terms.\newlineCombine the ss terms: −5.4s+1.2s=−4.2s-5.4s + 1.2s = -4.2s\newlineCombine the constant terms: −3.6+1.2=−2.4-3.6 + 1.2 = -2.4\newlineSo, the expression simplifies to −4.2s−2.4-4.2s - 2.4.

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