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Find the area enclosed by: y=1 y=-1 x=e^y x=y^2 -2
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So far, I've set the x's equal to each other and got y=ln(y^2 -2). Doesn't seem right though
you're given bounds already, so u dont need to solve anything... simply setup the area integral directly
Area = \(\large \mathbb{ \int_{-1}^1 e^y - (y^2-2) dy}\)
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