Good morning. I hope you are doing well today. I'm trying to solve the problems attached to this message as a JPG. 9.6. C: Volumes by revolutions.1) Compute the volumes (by both the slicing and the cylin-drical shells method) of the solid obtained by revolving around the linex = 1 the region between the graph of y = and y = x?.2) Compute the volumes (by both the slicing and the cylin-drical shells method) of the solid obtained by revolving around thex-axis the region between the graph of y = Vx +2 and y = x.3) Compute the volumes (by both the slicing and the cylin-drical shells method) of the solid obtained by revolving around they-axis the region between the graph of y = x and x = y³ for x > 0.

Answer is mentioned below As per the guidelines, we are suppose to answer only one question. Please…

9.6. C: Volumes by revolutions. 1) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the line x = 1 the region between the graph of y = T and y = x². 2) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the T-axis the region between the graph of y = Vr+2 and y = x. 3) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the y-axis the region between the graph of y = r³ and r = y³ for r > 0.

9.6. C: Volumes by revolutions. 1) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the line x = 1 the region between the graph of y = T and y = x². 2) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the T-axis the region between the graph of y = Vr+2 and y = x. 3) Compute the volumes (by both the slicing and the cylin- drical shells method) of the solid obtained by revolving around the y-axis the region between the graph of y = r³ and r = y³ for r > 0.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)

6th Edition

ISBN:9781337111348

Author:Bruce Crauder, Benny Evans, Alan Noell

Publisher:Bruce Crauder, Benny Evans, Alan Noell

ChapterA: Appendix

SectionA.2: Geometric Constructions

Problem 10P: A soda can has a volume of 25 cubic inches. Let x denote its radius and h its height, both in...

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