. An atmospheric pressure of 101.325 kPa will be supported by how much height of mercury (s.g. = 13.6)?' O 0.86 m 0.76 m 0.66 m O 0.56 m
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A: V1= 6m/s P1= 5.5× 105 pa r1= 1.8cm h= 4.5m r2= 2.4cm
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A: Given Data: Dimension of the pool = 15 m×25 m.Initial pressure Pi = 738 mm of Hg.Final pressure Pf =…
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- A company has several sensors in storage silos to detect the total pressure in the silos to ensure the tanks will not leak. Each tank is designed to withstand a maximum total pressure of 5.7 atmospheres [atm]. An engineer wants to use one of the silos to store liquid nitric acid, which has a density of 97 pound-mass per cubic foot [lbm/ft3]. If the tank is filled to a depth of 90 feet [ft], how much surface pressure in units of atmospheres [atm] can be applied to the top of the liquid inside the tank without exceeding the maximum total pressure of the silo?A 46kg woman wearing shoes with high heels has her weight resting only on an area of 5.5 x 10-³ m² per shoe. a) How much pressure acts on the woman's feet? (both feet!) ✓ ✓ ✓ b) If the woman stood flat footed without high heeled shoes, what affect would it have on the pressure she feels on her feet? Circle one of the following: ✓ a. Increase Pressure b. Decrease Pressure c. No Change in PressureA 1m high water tank has base dimensions of 1m by 1m and top dimensions of 2m x 2m. If the tanks is just full, the pressure force on the base of the tank is O 49.6kPa O9.81kPa O 4.96kPa 98.1kPa O 0.981kPa
- A window on a plane has a radius of 0.33 m. The plane crashes at a depth that the water pressure is 4.33 × 105 Pa, and the aeroplanes air is at atmospheric pressure 1.01 105 Pa. What force is surrounding the window keep it in place in newtons?The height of mercury in a barometer is measured at 85.0 cm. Compute for the atmospheric pressure.In an industrial cooling process, water is circulated through a system. If water is pumped with a speed of 5.20 m/s under a pressure of 5.00*10^5 Pa from the first floor through a 3.80-cm diameter pipe, what will be the pressure on the next floor 3.50 m above in a pipe with a diameter of 3.00 cm?