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If I factor it out into two separate terms, I find that (x+2)(x-1) is the same thing as x^2 + x-2, so I can factor this quadratic as (x+2)(x-1). Once I've factored the bottom, I know that I can rewrite this entire equation as being equal to A/(x+2) + B/...
Factorize : 64 a^3+125 b^3+240 a^2b+300 a b^2 02:10 Factorize each of the following expressions : (i) 4sqrt(3)x^2+5x-2sqr... 01:56 Factorize : (x^2-4x)(x^2-4x-1)-20 03:34 Factorize : p^3(q-r)^3+q^3(r-p)^3+r^3(p-q)^3 03:30 Factorize : (x-y)^3+...