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The region bounded by y = x and x = y is rotated around the axis y = -2. Using the shell method, the

The region bounded by y = x and x = y is rotated around the axis y = -2. Using the shell method, the volume of the resulting solid is found by the following integral: SC Solve the integral to find the exact value of the volume: 2 Volume = dy -1 2+ 1 -1- -3+ 1 2

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