Factorise: 5x+10y−7(x+2y)2.
We have
5x+10y−7(x+2y)2
=5(x+2y)−7(x+2y)2 [Taking 5 as common]
=(x+2y)[5−7(x+2y)] [Taking (x+2y) as common from both terms]
=(x+2y)(5−7x−14y)
The sum of expressions 3x+4y and 2y+7x is
Factorise: 7(x−2y)2−25(x−2y)+12