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-y-3(-3y+5) Which of the following is equivalent to the given expression? Choose 1 answer: (A) -8y-15 (B) 8y+5 (C) -8y-5 (D) 8y-15

−y−3(−3y+5) -y-3(-3 y+5) \newlineWhich of the following is equivalent to the given expression?\newlineChoose 11 answer:\newline(A) −8y−15 -8 y-15 \newline(B) 8y+5 8 y+5 \newline(C) −8y−5 -8 y-5 \newline(D) 8y−15 8 y-15

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Identify equivalent linear expressions Iright chevron icon

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Q. −y−3(−3y+5) -y-3(-3 y+5) \newlineWhich of the following is equivalent to the given expression?\newlineChoose 11 answer:\newline(A) −8y−15 -8 y-15 \newline(B) 8y+5 8 y+5 \newline(C) −8y−5 -8 y-5 \newline(D) 8y−15 8 y-15
  1. Distribute the −3-3: Distribute the −3-3 inside the parentheses.−y−3(−3y)−3(5)amp;=−y+9y−15\begin{align*}-y - 3(-3y) - 3(5) &= -y + 9y - 15\end{align*}
  2. Combine like terms: Combine like terms.\newline(−y+9y)−15(-y + 9y) - 15\newline=8y−15= 8y - 15

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