Question

PAGE NO.
DATE:
factorize the following
a) (p3 -3p)2 - 7 (p3-3p) + q [p3 -3p) - 79​

Answer 1

Answer:

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Step-by-step explanation:

Let's simplify step-by-step.

(p3−3p)(2)−7(p3−3p)+q(p3−3p)−79

Distribute:

=(p3)(2)+(−3p)(2)+(−7)(p3)+(−7)(−3p)+(q)(p3)+(q)(−3p)+−79

=2p3+−6p+−7p3+21p+p3q+−3pq+−79

Combine Like Terms:

=2p3+−6p+−7p3+21p+p3q+−3pq+−79

=(p3q)+(2p3+−7p3)+(−3pq)+(−6p+21p)+(−79)

=p3q+−5p3+−3pq+15p+−79

Answer:

=p3q−5p3−3pq+15p−79