Completely factor the expression. -4q3 + 15q2 + 54q
A)-q(q + 6)(4q - 9)
B)-q(q - 6)(4q + 9)
C)(-q2 + 6q)(4q + 9)
D)(-q2 - 6q)(4q - 9)
E)(q + 6)(-4q2 - 9q)

Name: Completely factor the expression. -4q3 + 15q2 + 54q A)-q(q + 6)(4q - 9) B)-q(q - 6)(4q + 9) C)(-q2 + 6q)(4q + 9) D)(-q2 - 6q)(4q - 9) E)(q + 6)(-4q2 - 9q)
Brand: Quizplus
Rating: 4.9 (35 reviews)

Question

Quizplus · Accepted Answer

The expression -4q^3 + 15q^2 + 54q can be factored by first taking out the common factor -q, resulting in -q(4q^2 - 15q - 54). Further factoring the quadratic gives -q(q - 6)(4q + 9).

Completely Factor the Expression