# 25. x= v Sil4. y x, y = 0, x= 1, x = 226. x2y25. y e, y = 0, x= 0, x= 126. у 3 4х — х*, у%3D х27. Use the Midobtained bycurve y=7. y x2, y= 6x - 2x2F128. If the regior8. Let V be the volume of the solid obtained by rotating aboutthe y-axis the region bounded by y Vx andy = x. FindV both by slicing and by cylindrical shells. In both casesdraw a diagram to explain your method.Xform a solidthe volume9-14 Use the method of cylindrical shells to find the volume ofthe solid obtained by rotating the region bounded by the given4curves about the x-axis.9. ху — 1, х %3D 0, у%3D 1, у%3D3210. y x, x = 0, y 211. y x, y = 8, x= 0ballye12. x 3y2+ 12y - 9, x = 013. x1(y - 2)', x= 229-32 Each int14. x y 4, x= y - 4y + 4the solid..2Tx dx29.15-20 Use the method of cylindrical shells to find the volume

Question
15 views

#8 help_outlineImage Transcriptionclose25. x= v Sil 4. y x, y = 0, x= 1, x = 2 26. x2y2 5. y e, y = 0, x= 0, x= 1 2 6. у 3 4х — х*, у%3D х 27. Use the Mid obtained by curve y= 7. y x2, y= 6x - 2x2 F1 28. If the regior 8. Let V be the volume of the solid obtained by rotating about the y-axis the region bounded by y Vx andy = x. Find V both by slicing and by cylindrical shells. In both cases draw a diagram to explain your method. X form a solid the volume 9-14 Use the method of cylindrical shells to find the volume of the solid obtained by rotating the region bounded by the given 4 curves about the x-axis. 9. ху — 1, х %3D 0, у%3D 1, у%3D3 2 10. y x, x = 0, y 2 11. y x, y = 8, x= 0 ballye 12. x 3y2+ 12y - 9, x = 0 13. x 1(y - 2)', x= 2 29-32 Each int 14. x y 4, x= y - 4y + 4 the solid. .2Tx dx 29. 15-20 Use the method of cylindrical shells to find the volume fullscreen
check_circle

Step 1

Draw graph of

Step 2

Finding intersection point, help_outlineImage Transcriptionclose( Squaring both side x(x*) x-x=0 {Take x common -0 x(x-1)x x+1) = 0 {a* _ b = (a-b)(a? +ab+b')} x0,(x-1)0, (x2 x+1)0 x 0andx 1 Intersecting Points are (0,0) and (1,1) fullscreen
Step 3

Part(a): By Slici...

### Want to see the full answer?

See Solution

#### Want to see this answer and more?

Solutions are written by subject experts who are available 24/7. Questions are typically answered within 1 hour.*

See Solution
*Response times may vary by subject and question.
Tagged in

### Integration 