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I need help finding the volume of a solid by rotating, one graph is y=0.5x^2 and the other is y=x. The region bounded by the two is rotated around the line x=3, i'm confused as to how to do this, any help would be nice.
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what parts are not confusing to you ... lets start there
you thinking shells or washers?
I was thinking washer, correct?
either way, whatevers simplest for you.
what are our points of intersection? 0,0 and what else?
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0,0 and 2,2
so if we do washers, whats our formula for area of a washer?
|dw:1431727407585:dw|
\[\int\limits_{0}^{2} \Pi [(f(x)^2 - (g(x)^2]\]
well, R^2 and r^2 they may not be singular functions
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|dw:1431727575628:dw| R=3-y r=3-sqrt(2y)
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