Apply the distributive property: expand 6(2x - 3).

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Multiple Choice

Apply the distributive property: expand 6(2x - 3).

Explanation:
Distribute the 6 to each term inside the parentheses. Multiply 6 by 2x to get 12x, and multiply 6 by -3 to get -18. Put those results together: 12x - 18. This matches the expansion produced by the distributive property, since a(b + c) = ab + ac and here a = 6, b = 2x, c = -3. The other forms come from mistakes like forgetting to multiply one term by 6 or flipping the sign of the constant term.

Distribute the 6 to each term inside the parentheses. Multiply 6 by 2x to get 12x, and multiply 6 by -3 to get -18. Put those results together: 12x - 18. This matches the expansion produced by the distributive property, since a(b + c) = ab + ac and here a = 6, b = 2x, c = -3. The other forms come from mistakes like forgetting to multiply one term by 6 or flipping the sign of the constant term.

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