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The area inside the circle with polar equation r= 2sin theta and above the lines with eqautions y=x and y=-x is given by
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just set up the equation is it \[\int\limits_{-\pi/4}^{\pi/4} 2\sin^2 Theta\]
I believe the formula for areas bounded by polar curves is \[\frac{1}{2}\int_\alpha^\beta r^2~d\theta\] So yeah, that looks right to me.
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