Factorize:
7(x−2y)2−25(x−2y)+12
7(x−2y)2−25(x−2y)+12 Let x−2y=a Now, 7a2−25a+12 ∵7×12=84 ∴84=−21×(−4) So, −25=−21−4 =7a2−21a−4a+12 =7a(a−3)−4(a−3) =(a−3)(7a−4) =(x−2y−3)(7x−14y−4)