(x3−2x2+5x−7)(2x−3)
(x3−2x2+5x−7)(2x−3)=(2x−3)(x3−2x2+5x−7)=2x(x3−2x2+5x−7)−3(x3−2x2+5x−7)=2x×x3−2x×2x2+2x×5x−2x×7−3×x3−3×(−2x2)−3×5x−3×(−7)=2x4−4x3+10x2−14x−3x3+6x2−15x+21=2x4−4x3−3x3+10x2+6x2−14x−15x+21=2x4−7x3+16x2−29x+21
Factorise: x3−2x2−5x+6