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Adapted by Mrs. King from http://tutorial.math.lamar.edu/AllBrowsers/2413/VolumeWithRings.asp

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Disc Method:

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What if the “slices” aren’t solid? pigsflyguy.com/sitebuildercontent/sitebuilderfiles/sec_07_02_washer_method.ppt

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Washers!

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Washers Consider the area between two functions rotated about the axis Now we have a hollow solid We will sum the volumes of washers f(x) a b g(x)

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Washers f(x) a b g(x) Outer Function Inner Function

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The Method of Washers Find the volume of the solid formed by revolving the region bounded by y = (x) and y = x² over the interval [0, 1] about the x – axis. glory.gc.maricopa.edu/~avolpe/230page/7.2calc2discsnadwashers.ppt

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Solution:

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Homework Page 465 #5, 6, 13a, 14a http://mathdemos.gcsu.edu/mathdemos/washer method/gallery/gallery.html

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- Volumes of a Solid The volumes of solid that can be cut into thin slices, where the volumes can be interpreted as a definite integral.

- Volumes of a Solid The volumes of solid that can be cut into thin slices, where the volumes can be interpreted as a definite integral.

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