Which expression is equivalent to $\dfrac{y+12}{x-8}+\dfrac{y(x-8)}{x^{2}y-8xy}$?
Difficulty: Hard
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$\dfrac{xy+y+4}{x^{3}y-16x^{2}y+64xy}$
$\dfrac{xy+9y+12}{x^{2}y-8xy+x-8}$
$\dfrac{xy^{2}+13xy-8y}{x^{2}y-8xy}$
$\dfrac{xy^{2}+13xy-8y}{x^{3}y-16x^{2}y+64xy}$
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