# 12. x3y12y 9, x = 0Sal29-32Qn13. x 1(y - 2), x= 2oesb vliensthe solic14. x +y 4, x= y- 4y +4C29.29Se_31. 2m15-20 Use the method of cylindrical shells to find the volumegenerated by rotating the region bounded by the given curvesabout the specified axis.32.0SC315. y x, y 8, x = 0; about x 39er16. y 4 2x, y 0, x = 0; about x = -133-34intersec17. y 4x- xt, y= 3; about x 1your ca18. y Vx, x = 2y; about x = 5rotating19. x 2y2, y > 0, x 2; about y 233. y20. x 2y2, x = y + 1; abouty = -234. y21-26CAS 35-36(a) Set up an integral for the volume of the solid obtained byrotating the region bounded by the given curve about theof the scurvesspecified axis.

Question
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Step 1

First draw the given curves and lines as shown in below figure.

Step 2

Now solve the given equation...

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