Factorise : (x−2y)2−12(x−2y)+32
Let (x−2y)=a∴ (x−2y)2=a2∴ (x−2y)2−12(x−2y)+32=a2−12a+32=a2−8a−4a+32=a(a−8)−4(a−8)=(a−8)(a−4)=(x−2y−8)(x−2y−4)
Factorise : 2(x+2y)2−5(x+2y)+2
Factorise: 7(x−2y)2−25(x−2y)+12