(1 point) The container shown below has the shape of a conical frustum with circular bases....
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(1 point) The container shown below has the shape of a conical frustum with circular bases. The radius of the base is r = 0.23 m, the radius of the open top is R = 0.33 m, and the height is h = 0.68 m. Both the curved side and the flat base of the container are made of the same kind of sheet metal whose uniform mass density is 27 kg/m². The container is filled with water to a depth of 0.25 m. You may assume that the mass density of water is 1000 kg/m For each of the following, round your answer to at least 3 significant figures. a. Find the area of sheet metal used to produce this container. Area of sheet metal used = b. Find the centre of mass of the container (without water). The centre of mass of the container is c. Find the volume of water inside the container. Volume of water = m³. m above the bottom. d. Find the centre of mass of the water (without the container). The centre of mass of water is m above the bottom. e. Find the centre of mass of the container with the water inside. The centre of mass of container and water combined is above the bottom. m You should be able to do all the calculations by hand but feel free to use a computer algebra system. (1 point) The container shown below has the shape of a conical frustum with circular bases. The radius of the base is r = 0.23 m, the radius of the open top is R = 0.33 m, and the height is h = 0.68 m. Both the curved side and the flat base of the container are made of the same kind of sheet metal whose uniform mass density is 27 kg/m². The container is filled with water to a depth of 0.25 m. You may assume that the mass density of water is 1000 kg/m For each of the following, round your answer to at least 3 significant figures. a. Find the area of sheet metal used to produce this container. Area of sheet metal used = b. Find the centre of mass of the container (without water). The centre of mass of the container is c. Find the volume of water inside the container. Volume of water = m³. m above the bottom. d. Find the centre of mass of the water (without the container). The centre of mass of water is m above the bottom. e. Find the centre of mass of the container with the water inside. The centre of mass of container and water combined is above the bottom. m You should be able to do all the calculations by hand but feel free to use a computer algebra system.
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a Find the area of sheet metal used to produce this container Area of sheet metal used 387 m To calculate the area of the sheet metal used to produce this container we need to calculate the area of th... View the full answer
Related Book For
Principles of heat transfer
ISBN: 978-0495667704
7th Edition
Authors: Frank Kreith, Raj M. Manglik, Mark S. Bohn
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