Factor the GCF out of the given expression.
-$x^{8}-20 x^{3}$
A) $x\left(x^{7}-20 x^{2}\right)$
B) $x^{3}\left(x^{5}+20\right)$
C) $x^{3}\left(x^{5}-20\right)$
D) $x^{5}\left(x^{3}-20\right)$

Question

Quizplus · Accepted Answer

The greatest common factor (GCF) of $x^{8}$ and $20x^{3}$ is $x^{3}$, so when factored out, the expression becomes $x^{3}(x^{5}-20)$.

Factor the GCF Out of the Given Expression x8−20x3x^{8}-20 x^{3}x8−20x3 A) x(x7−20x2)x\left(x^{7}-20 x^{2}\right)x(x7−20x2)

Factor the GCF Out of the Given Expression $x^{8}-20 x^{3}$ A) $x\left(x^{7}-20 x^{2}\right)$