$\displaystyle <x> \cong C_9 \cong <y>$ and $\displaystyle G = <x> \times <y>$.

What is the factor group $\displaystyle G/<x^3,y^3>$ order and write it as the direct product of cyclic groups.

Isn't $\displaystyle G/<x^3,y^3>$ has order 3(correct me if I'm wrong) and I need some help on this the second part "write it as the direct product of cyclic groups".

Thank you for your help.