Calculus 2, Session 10 -- Volumes by cross section; Disc/Washer method

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Consider the region R delimited by the curve y = C− x^2 and the x axis. Use integration to find the value of C > 0 so that the volume of the solid obtained by rotating R about the x axis is 64√2/15π
Note: Plane sections known to the x axis are circles. Would you help me?

lucielpires