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Rewrite in simplest terms: 6(8v-7)-10 v

\newlineRewrite in simplest terms: 6(8v−7)−10v 6(8 v-7)-10 v

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Full solution

Q. \newlineRewrite in simplest terms: 6(8v−7)−10v 6(8 v-7)-10 v
  1. Apply Distributive Property: Apply the distributive property to distribute 66 inside the parentheses.6(8v−7)=(6×8v)−(6×7)6(8v-7) = (6 \times 8v) - (6 \times 7)
  2. Simplify Multiplication: Simplify the multiplication.\newline(6×8v)−(6×7)=48v−42(6 \times 8v) - (6 \times 7) = 48v - 42
  3. Combine Like Terms: Combine like terms by subtracting 10v10v from 48v48v. \newline48v−42−10v=(48v−10v)−4248v - 42 - 10v = (48v - 10v) - 42
  4. Simplify Subtraction: Simplify the subtraction of the like terms. \newline(48v−10v)−42=38v−42(48v - 10v) - 42 = 38v - 42

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