Factorise $1 + x + xy + x^{2}y$.
Factorise $1 + x + xy + x^{2}y$.
- $(1+x)(1+xy)$
- $(1-x)(1+xy)$
- $(1+x)(1-xy)$
- $(1+x^{2})(1+y)$
Solution
Group: $1 + x + xy(1+x) = (1+x) + xy(1+x) = (1+x)(1+xy)$.
Asked in: IMO
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