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Find $y'$ for the function:

$$y=\sin(x-y)$$

A

$\cfrac{\cos(x-y)}{1+ \cos(x-y)}$

B

$\cfrac{\sin(x-y)}{1+ \sin(x-y)}$

C

$-\cfrac{\cos(x-y)}{1+ \cos(x-y)}$

D

$\cfrac{\cos(x-y)}{1- \cos(x-y)}$

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