Factorise:
(2a−3)2−2(2a−3)(a−1)+(a−1)2
(2a−3)2−2(2a−3)(a−1)+(a−1)2 [Use a2+b2−2ab=(a−b)2]⇒[(2a−3)−(a−1)]2⇒[2a−3−a+1]2⇒(a−2)2
6a2−13a+6=?(a) (2a+3)(3a−2)(b) (2a−3)(3a+2)(c) (3a−2)(2a−3)(d) (3a+1)(2a−3)
Factorise 8a2−2x2