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Which expression is equivalent to 6(v+5)6(v + 5)?\newlineChoices:\newline(A) 11v11v\newline(B) 6v+306v + 30\newline(C) 30v+630v + 6\newline(D) 30v30v

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Q. Which expression is equivalent to 6(v+5)6(v + 5)?\newlineChoices:\newline(A) 11v11v\newline(B) 6v+306v + 30\newline(C) 30v+630v + 6\newline(D) 30v30v
  1. Distribute 66 to v and 55: Distribute the 66 to both vv and 55.6(v+5)=6⋅v+6⋅56(v + 5) = 6\cdot v + 6\cdot 5
  2. Calculate the products: Calculate the products.\newline6⋅v=6v6\cdot v = 6v\newline6⋅5=306\cdot 5 = 30\newlineSo, 6(v+5)=6v+306(v + 5) = 6v + 30

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