Find the product:(2x2+3x−7)×(3x2−5x+4)
(2x2+3x−7)×(3x2−5x+4)
Using Distributive Property,
⇒2x2(3x2−5x+4)+3x(3x2−5x+4)−7(3x2−5x+4)
⇒6x4−10x3+8x2+9x3−15x2+12x−21x2+35x−28
⇒6x4−10x3+9x3+8x2−21x2−15x2+12x+35x−28
⇒6x4+7x3−36x2+47x−28
Find each of the following products:
Factorise:
(i) 4√3x2+5x−2√3
(ii) 7√2x2−10x−4√2