Factor the polynomial.
All factors in your answer should have integer coefficients.

$ם$

Ask by Dawson Gray. in the United States

Mar 11,2025

Question

Factor the polynomial. All factors in your answer should have integer coefficients. $$ 128 p^{3}-250 q^{3}=\square \text { (ם) } $$

UpStudy AI · Accepted Answer

Factor the expression $$ 128p^3-250q^3 $$.
Factor the expression by following steps:
- step0: Factor:
  $$128p^{3}-250q^{3}$$
- step1: Factor the expression:
  $$2\left(64p^{3}-125q^{3}\right)$$
- step2: Factor the expression:
  $$2\left(4p-5q\right)\left(16p^{2}+20pq+25q^{2}\right)$$
The factored form of the polynomial $$128p^3 - 250q^3$$ is $$2(4p-5q)(16p^2+20pq+25q^2)$$.
The factored form is $$2(4p-5q)(16p^2+20pq+25q^2)$$.

Factor the polynomial.
All factors in your answer should have integer coefficients.

$ם$

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