Factorise: a2+ab(b+1)+b3
a2 + ab (b + 1) + b3
= a2 + ab2 + ab + b3
= a2 + ab + ab2 + b3
= a (a + b) + b2 (a + b)
= (a + b) (a + b2)
Factorise:
(a2−1)(b2−1)+4ab
a2−81(b−c)2
a2−(2a+3b)2
(a2+b2−4c2)2−4a2b2