How do you factor #k^3 - 2k^2r - 3kr^2#?
1 Answer
Aug 28, 2016
Explanation:
#k^3-2k^2r-3kr^2#
#=k(k^2-2kr-3r^2)#
#=k(k-3r)(k+r)#
#k^3-2k^2r-3kr^2#
#=k(k^2-2kr-3r^2)#
#=k(k-3r)(k+r)#