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Disc Method

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Theorem Let be a continuous function defined on , and be the region bounded by the curve , the lines , and the x -axis. Then the volume V of the solid generated by revolving the region one complete revolution about the x -axis is given by

 

.

 

 

Remark In parametric form , the volume of solid of resolution generated by revolving the region enclosed by the graph, x -axis and from to about x -axis

 

.

Theorem Let be a continuous function defined on , and be the region bounded by the curve , the lines , and . Then the volume V of the solid generated by revolving the region one complete revolution about the is given by

 

.

 

Example Find the volume of the solid generated by revolving one complete revolution of the upper half region of the closed curve

about the line , .

 




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