So, the volume of the solid of revolution is Volume = V3 = (9 - x)2 dx. To find the volume, integrate from x = to x = 3, v==* - 18x + 81) dx - 18x + 81 3. 18 - 3 + (81 · 3 - -0 + 243 3. 15

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So, the volume of the solid of revolution is
Volume = V = x
(9 - x2 dx.
To find the volume, integrate from x =
to x = 3.
81) dx
18x
+ 81
3
마..
%3D
18 - 3
+ (81 · 3 - 0)
243
+ 243
3
15
Transcribed Image Text:So, the volume of the solid of revolution is Volume = V = x (9 - x2 dx. To find the volume, integrate from x = to x = 3. 81) dx 18x + 81 3 마.. %3D 18 - 3 + (81 · 3 - 0) 243 + 243 3 15
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