The integral using vertical rectangles which finds the volume obtained when the region bounded by y = tandy is rotated a

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The integral using vertical rectangles which finds the volume obtained when the region bounded by y = tandy is rotated a

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The Integral Using Vertical Rectangles Which Finds The Volume Obtained When The Region Bounded By Y Tandy Is Rotated A 1
The Integral Using Vertical Rectangles Which Finds The Volume Obtained When The Region Bounded By Y Tandy Is Rotated A 1 (15.67 KiB) Viewed 38 times
The integral using vertical rectangles which finds the volume obtained when the region bounded by y = tandy is rotated about the line y 1 is given by -1 62-f3 (6--2)* 020 (-2) **(?)-) O-1)(2) de o wsd (1-2)2-11-22
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