13. Volume
g1. Tutorial
Volume of Revoution
The region above
\( f(x) \)
, below
\( f(x) \)
, and between
\( x= \)
and
\( x= \)
is rotated about the
\( x \)
axis. Find the volume swept out.
The region to the right of
\( f(y) \)
, to the left of
\( f(y) \)
, and between
\( y= \)
and
\( y= \)
is rotated about the
\( x \)
axis. Find the volume swept out.
Animation:
Step 1: Select the method to use.
Step 2: Enter the integral for the volume.
Step 3: Compute the volume of the solid
\(\displaystyle V = \)
\[ \]
\(V = \)
\[ \]
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