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Which expression is equivalent to 2(4n)2(4n)?\newlineChoices:\newline(A) n+6n + 6\newline(B) n+8n + 8\newline(C) 4n+24n + 2\newline(D) 8n8n

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Identify equivalent linear expressions IIright chevron icon

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Q. Which expression is equivalent to 2(4n)2(4n)?\newlineChoices:\newline(A) n+6n + 6\newline(B) n+8n + 8\newline(C) 4n+24n + 2\newline(D) 8n8n
  1. Calculate product of 22 and 44: Determine the product of 22 and 44. \newline2×4=82 \times 4 = 8
  2. Apply distributive property: Apply the distributive property to the expression 2(4n)2(4n).2(4n)=(2×4)n=8n2(4n) = (2 \times 4)n = 8n
  3. Match with given choices: Match the result from Step 22 with the given choices.\newlineThe equivalent expression for 2(4n)2(4n) is 8n8n.

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