We define a solid of revolution and discuss how to find the volume of one in two different ways.

We use the procedure of “Slice, Approximate, Integrate" to develop the washer method to compute volumes of solids of revolution.

We use the procedure of “Slice, Approximate, Integrate"to develop the shell method to compute volumes of solids of revolution.

We compare and contrast the washer and shell method.

We can use the procedure of “Slice, Approximate, Integrate" to find the length of curves.

We apply the procedure of “Slice, Approximate, Integrate” to model physical situations.