### Home > CALC > Chapter 10 > Lesson 10.2.2 > Problem 10-104

10-104.

Write an integral expression that will calculate the volume of the solid created when the region formed by *y* = *e ^{x} *,

*y*=

*e*

^{−}

^{x}^{+2}, and

*y*=

*x*

^{2}− 2

*x*+ l is rotated about the line

*x*= 6. Homework Help ✎

Using the Shell Method:

The radius is 6 – *x*.

The height is obtained by subtracting two functions.

Use two integrals.