A 30-ton, 4-m-diameter hemispherical dome on a level surface is filled with water. Someone claims that he can lift this dome by making use of Pascal’s law by attaching a long tube to the top and filling it with water. Determine the required height of water in the tube to lift the dome. Disregard the weight of the tube and the water in it.

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A: Part A) Write the expression for the gauge pressure at point B using the monometric equation.

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Q: above the top of the open end. If the pressure measured by a gage 40 cm below the op

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A: Note: As per policy,  we can solve the first question from the multiple questions. Please resubmit…

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A: Given data:

Q: Piston h Water Mercury

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Q: 4. A sliding gate of height 14mand width 28lies in vertical plane that weighs 25AN. Determine the…

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A:

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Q: 1. A device for measuring the specific weight of a liquid consists of a U-tube manometer as shown.…

A: The given information in the problem is shown in the following attached image:

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A: P1 = P0 + ρ gd+ F1A1P2 = P0 + ρ g d + F2A2                     P1 = P2F2A2 = ρ g d + F1A1