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Mathematics, 07.04.2020 16:20 keltaylor
The integral represents the volume of a solid. Describe the solid. 2Ο 4 1 y + 4 y2 dy The solid is obtained by rotating the region 0 β€ x β€ 2Ο/y2, 1 β€ y β€ 4 about the line y = β4 using cylindrical shells. The solid is obtained by rotating the region 0 β€ x β€ (y + 4)/y2, 1 β€ y β€ 4 about the line y = 0 using cylindrical shells. The solid is obtained by rotating the region 0 β€ x β€ (y + 4)/y, 1 β€ y β€ 4 about the line y = 0 using cylindrical shells. The solid is obtained by rotating the region 0 β€ x β€ 1/y2, 1 β€ y β€ 2 about the line y = β4 using cylindrical shells. The solid is obtained by rotating the region 0 β€ x β€ 1/y2, 1 β€ y β€ 4 about the line y = β4 using cylindrical shells. Show My Work (Optional)
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The integral represents the volume of a solid. Describe the solid. 2Ο 4 1 y + 4 y2 dy The solid is o...
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