CK12 Calculus - Single Variable

(Marvins-Underground-K-12) #1

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Areaof a Surfaceof Revolution


LearningObjectives
A studentwill be able to:



  • Learnhow to find the area of a surfacethat is generatedby revolvinga curveaboutan axis or a line.
    In this sectionwe will deal with the problemof findingthe area of a surfacethat is generatedby revolvinga
    curveaboutan axis or a line. For example,the surfaceof a spherecan be generatedby revolvinga semicircle
    aboutits diameter(Figure19) and the circularcylindercan be generatedby revolvinga line segmentabout
    any axis that is parallelto it (Figure20).

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