The region between f(x) and the g(x)

is rotated around g(x) to form a solid.

Each slice (perpendicular to the x-axis)

is a circle whose center is g(x).



Represent the volume of this solid

as a definite integral.



Volume = $\displaystyle {\int_{{{a}}}^{{{b}}}}$ Preview Question 6   dx



Type 3.14 for "pi"