Factorise by grouping method:
ab(x2+1)+x(a2+b2)
ab(x2+1)+x(a2+b2)=abx2+ab+a2x+b2x=abx2+a2x+b2x+ab=ax(bx+a)+b(bx+a)=(bx+a)(ax+b)
Factorise: ab(x2+1)+x(a2+b2)
16(a+b)2−4a−4b
(2a−b)2−10a+5b