'L. . We model pumping from spherical containers the way we do from other containers, with the axis of ''''' wk integration along the vertical axis of the sphere. Use .m ' the gure shown to the right to find how much work it 0 7 6m takes to empty a full hemispherical water reservoir of yL ' __ radius 7 m by pumping the water to a height of 6 m ' _ ' 'F'Hx above the top of the reservoir. Water weighs ' 55% \\ \\- 9800 Nlm3. . 5-" The amount of work required to pump the water to a height of 6 m above the top of the reservoir is approximately (Do not round until the final answer. Then round to the nearest hundredth as needed.) E. Calculate the fluid force on one side of the plate using the coordinate system shown below. The uid force on one side of the plate is Assume the density is 62.4 lb/ftg. Y (ft) Surface ofpool Ay Calculate the fluid force on one side of a semicircular plate of radius 1 ft that rests vertically on its diameter at the bottom of a X pool filled with water to a depth of 2 ft. Assume the weight-density of water is 62.4 lb/ft3. . . . The fluid force on one side of the plate is (Round the final answer to the nearest tenth as needed. Round all intermediate values to the nearest thousandth as needed.)The viewing portion of the rectangular g ass window in a sh tank is 51 inches wide and runs from 1.5 inches below the waters surface to 46.5 inches below the surface. Find the fluid force against this portion of the window. The weight-densiy of seawater is 64 lblfte'. The uid force against the window is lb