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find volumes and draw graph

Find the volume of the solid that results when the region enclosed by $y=x?,y=0$ and $x=3$ is revolved about the line (a) $x=9,(V?o?R,=1443?/5un_{3})$ (b) $y=3(V.o.R,=?(123??9/2)un_{3})$ Find the volume of the solid that results when the region enclosed by $y=x_{2}?2x$ and $y=x$ is revolved about the line $y=4$. (V.o.R. $=153?/5un_{3})$

PART-AThe region is enclosed by the graph y=x,y=0andx=3About x=9Radius of rotation =9?xHeight =xVolume =2??03(9?x)(x)dxVolume =2??03[9x?x32]dxVolume =

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