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Which expression is equivalent to 8(2g)8(2g)?\newlineChoices:\newline(A) 16g16g\newline(B) 2g+82g + 8\newline(C) g+10g + 10\newline(D) g+16g + 16

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Q. Which expression is equivalent to 8(2g)8(2g)?\newlineChoices:\newline(A) 16g16g\newline(B) 2g+82g + 8\newline(C) g+10g + 10\newline(D) g+16g + 16
  1. Calculate Product: Calculate the product of 88 and 22.\newline8×2=168 \times 2 = 16
  2. Apply Distributive Property: Apply the distributive property to find the equivalent expression for 8(2g)8(2g). \newline8(2g)=(8×2)g8(2g) = (8 \times 2)g\newline8(2g)=16g8(2g) = 16g

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