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Find the volume of the solid obtained by rotating the region bounded by y = 35x - 7x^2 and y = 0 about the y-axis.
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Any ideas on how to start?
Always draw a picture.
\[\pi \int\limits \limits_{0}^{5}(35x-7x^2)^{2}\]
|dw:1394768589935:dw| What method will be the most useful here? @awfawef that integral won't work, since you are revolving around the Y-AXIS.
Ok, can you tell me how and why you set it up that way?
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You will need to use the shell/cylinder method: |dw:1394768707282:dw| Do you know how to set up an integral for this?
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