Answer
$\frac{sin^2y}{1-cos~y}=1+cos~y$
Work Step by Step
$\frac{sin^2y}{1-cos~y}=\frac{1-cos^2y}{1-cos~y}=\frac{(1+cos~y)(1-cos~y)}{1-cos~y}=1+cos~y$
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