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x^2 - y^2 = 7, x =4 <-- region is bounded by these two curves. Rotate this region about the y = 5 and find the volume.
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Using shell method
MY ATTEMPT: r = (4 - y) h = (3 - \sqrt{y^2 + 7})
you love these volume problems eh?
I know this is hyperbola
With the x-int's being (+/- root{7},0)
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