Question

Factorize 8p^3+27a^3

Answer 1

Answer:

8p^3 written as (2p)^3

and 27a^3 written as (3a)^3

so this make a identity

(a+b)^3 = a^3 + b^3 + 3ab (a+b)

where ,

a= 2p

b= 3a

so put the values

(2p+3a)^3 = (2p)^3 + (3a)^3 + 3(2p)(3a)(2p+3a)

= 8p^3 + 27a^3 + 18ap(2p+3a)

Aur yar tum Kar lo Mai ja Raha hu

Answer 2

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