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An Infinite Plate Shown in the Figure Below, Bounded by the Graphs

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An infinite plate shown in the figure below, bounded by the graphs of An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .  and An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .  and the two axes, is submerged vertically in a fluid with density An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .  in kilograms per cubic meter; its top is level with the fluid surface.
Calculate the fluid force on a side of the plate and write the answer in terms of An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .  and An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .  . An infinite plate shown in the figure below, bounded by the graphs of   and   and the two axes, is submerged vertically in a fluid with density   in kilograms per cubic meter; its top is level with the fluid surface. Calculate the fluid force on a side of the plate and write the answer in terms of   and   .


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