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The region between y = z and y= Using the shell method we find the volume of the resulting solid by solving the integral:

  

The region between y = z and y= Using the shell method we find the volume of the resulting solid by solving the integral: S Solve the integral to give the exact value of the volume: 2 Volume = 32 is rotated around the line x=4. dx 10+ 9- 8- 7 6+ 5+ 4- 3 2 1 1 C ZK

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