# Evaluation

Calculus Level 3

Evaluate the integral: $\large {\int_{1}^{2}(\int_{x}^{2} \dfrac {y^2}{x^2} dy) dx}$

The answer is of the form $$\dfrac {x}{y}$$, where $$x$$ and $$y$$ are coprime positive integers, submit your answer as $$x+y$$.

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