Question

SIMPLIFY:
(5a−2b)(25a^2+10ab+4b^2)−(4a+3b)^3

Answer 1

ANSWER :

(5a-2b)(25a^2+10ab+4b^2)-(4a+3b)^3

=(125a^3+50a^2b+20ab^2-50a^2b-20ab^2-8b^3)-(4a+3b)^3

[ (a+b)^3 =a^3+b^3+3a^2b+3ab^2) ]

=125a^3+50a^2b+20ab^2-50a^2b-20ab^2-8b^3-(4a^3+3b^3+3(4a)^2(3b)+3(4a)(3b)^2

=125a^3+50a^2b+20ab^2-50a^2-20ab^2-8b^3-4a^3+3b^3+144a^2b+108ab^2

[ by cancellation of same terms having +and- ] we get finally

= 121a^3-5b^3+144a^2b+108ab^2

Answer 2

Answer:

ok I'm gonna give its answer so hold on