Apply the distributive property. Simplify when possible. $7(3 a-2 b)$
A) $21 a-10 b$
B) $21 a-2 b$
C) $21 a-14 b$
D) $10 a-9 b$
E) $21 a-4 b$

Name: Apply the distributive property. Simplify when possible. $7(3 a-2 b)$ A) $21 a-10 b$ B) $21 a-2 b$ C) $21 a-14 b$ D) $10 a-9 b$ E) $21 a-4 b$
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Quizplus · Accepted Answer

The distributive property states that $a(b + c) = ab + ac$. Applying this to $7(3a - 2b)$, we get $7 \times 3a - 7 \times 2b = 21a - 14b$.

Apply the Distributive Property 7(3a−2b)7(3 a-2 b)7(3a−2b) A) 21a−10b21 a-10 b21a−10b B) 21a−2b21 a-2 b21a−2b

Apply the Distributive Property $7(3 a-2 b)$ A) $21 a-10 b$ B) $21 a-2 b$