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A Cylindrical Container for Storing Radioactive Waste Is to Be

Question 172

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A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. Hint: Show that the storage capacity (inside volume) is given by A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft.


A) r = A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. ft.; h = 2 ft.
B) r = A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. ft.; h = 3 ft.
C) r = A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. ft.; h = 2 ft.
D) r = A cylindrical container for storing radioactive waste is to be constructed from lead and have a thickness of 6 in. (see the figure) . If the volume of the outside cylinder is to be , find the radius and the height of the inside cylinder that will result in a container of maximum storage capacity. Hint: Show that the storage capacity (inside volume) is given by A) r = ft.; h = 2 ft. B) r = ft.; h = 3 ft. C) r = ft.; h = 2 ft. D) r = ft.; h = 3 ft. ft.; h = 3 ft.

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