Multiply.
-$6 x^{3}(3 x-5)$
A) $18 x^{4}-5$
B) $-12 x^{3}$
C) $18 x-30$
D) $18 x^{4}-30 x^{3}$

Name: Multiply. -$6 x^{3}(3 x-5)$ A) $18 x^{4}-5$ B) $-12 x^{3}$ C) $18 x-30$ D) $18 x^{4}-30 x^{3}$
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Question

Quizplus · Accepted Answer

When multiplying $6 x^{3}$ by each term inside the parentheses, $6 x^{3} \times 3 x = 18 x^{4}$ and $6 x^{3} \times (-5) = -30 x^{3}$, resulting in $18 x^{4} - 30 x^{3}$.

Multiply - 6x3(3x−5)6 x^{3}(3 x-5)6x3(3x−5) A) 18x4−518 x^{4}-518x4−5 B) −12x3-12 x^{3}−12x3 C) 18x−3018 x-3018x−30

Multiply
- $6 x^{3}(3 x-5)$ A) $18 x^{4}-5$ B) $-12 x^{3}$ C) $18 x-30$