K=2
The region between f(x) and the line y=2
is rotated around the line y=2 to form a solid.
Each slice (perpendicular to the x-axis) is a circle.
Represent the volume of this solid
as a definite integral.
Volume =
∫
a
b
\displaystyle {\int_{{{a}}}^{{{b}}}}
∫
a
b
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\displaystyle