Factorize the following:15a(2p−3q)−10b(2p−3q)
Given expression 15a(2p−3q)−10b(2p−3q)Take out common 5(2p−3q)in both terms, we get15a(2p−3q)−10b(2p−3q)=5(2p−3q)[3a−2b]Therefore, the factors of the given expression are 5(2p−3q)[3a−2b]
Factorise the following :
(p−3q)3+(3q−7r)3+(7r−p)3