Question

Asked Dec 13, 2019

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Let R be the region in the xy-plane bounded between y= 4−x^{2}

and y= 1+x^{2} . Set up an integral that is equal to the volume of the solid obtained by revolving R about the line x =−5. Do not evaluate the integral.

Step 1

First of all, consider the given equations.

Step 2

**Now, find the intersection points of plots 1 and 2.**

**Solve the equation 1 and 2 by substitution method to get the x coordinates.**

Step 3

**Then, put the value of x coordinate in equation ...**

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