Factorise:
x2+14x2+1−7x−72x
x2+14x2+1−7x−72x=[x2+(12x)2+2×x×(12x)]−7(x+12x)=(x+12x)2−7(x+12x)=(x+12x)(x+12x−7)
Factorise: x2−2x+716
Factorize 2x2−7x+5=0
limx→−∞(√4x2−7x+2x)
Factorise: x2+7x−98