Question

factorise:- 10 m^3 n^2+15 m^4 n-20 m^3 n^3​

Answer 1

Answer:

Greatest common factor of the two terms namely

$\sf \: 10m^3n^2, 15m^4n, - 20m^2n^3$

of expression

$\sf \bold{10m^3n^2 + 15m^4n - 20m^2n^3}$

$\sf \: 5mn^2 10m^3n^2 + 15m^4n - 20m^2n^3 = 5mn^2 \\ \\ ( \sf2mn + 3m^2 - 4n)$

Hence, This is Answer.