Factorise $(x+y)^{2} - (a+b)(x+y)$.
Factorise $(x+y)^{2} - (a+b)(x+y)$.
- $(x+y)(x+y-a-b)$
- $(x+y)(x+y+a+b)$
- $(x-y)(x+y-a-b)$
- $(x+y)^{2}(a+b)$
Solution
Take $(x+y)$ common: $(x+y)\big[(x+y) - (a+b)\big] = (x+y)(x+y-a-b)$.
Asked in: IMO
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