A barometer reads 760 mmHg and pressure gage attached to tank reads 760 cm of oil. What is the absolute pressure in the tank in kPa?
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Observe three decimal places and proper units.
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- SAE 30 oil is contained in a cylinder with inside diameter of 1 in. and length of 1 ft. What is the pressure required to decrease the volume of the oil by 2%?1. Situation 1 - The pressure on a closed tank reads 58.86 kPa. What is the equivalent height, in meters, in terms of water? Round off to two decimal places.A pressure gage reads 600 lb/ft2vacuum. What is the corresponding absolute pressure if the local atmospheric pressure is 14.7 psi? Express the answer in psi.
- If the pressure in a tank is 451 kPa, find the equivalent pressure head (in meters) of a liquid having a specific gravity equal to 5.538. Round off to three decimal places.What is the absolute pressure inside the tank after it was submerged in a liquid if the volume of the air inside decreased by 25%? Atmospheric pressure = 101.325 kPa 135.100 kPa 145.778 kPa 152.353 kPa 141.638 kPaWhat is the pressure of the air in the tank if z = 40 cm, y =100 cm, and x = 80 cm?
- Figure 1 shows a tank containing water. One side of the tank is open to the atmosphere and theother side is sealed with air above the water.a. Calculate the pressures (gage) at Points A, B, C, D, E and F.b. What is the air pressure in the right side of the tank?Q7. If the surface tension at air - water interface is 0.069 N / m, what is the pressure difference between inside and outside of an air bubble of diameter 0.009 mm?A pressure gage 7.0 m above the bottom of a tank containing a liquid reads 64.94 kPa; another gage at height 4.0 m reads 87.53 kPa. Compute the specific weight and mass density of the fluid.
- On a sealed tank showed, calculate the pressure of the airAs shown in the figure, determine the gage pressure on the bottom of the tank in kPa. Considering the total gage pressure at the bottom of the tank what will be the absolute pressure if the barometric pressure if 725 torr?3. Situation 1 - The pressure on a closed tank reads 58.86 kPa. What is the equivalent height, in meters, in terms of mercury? Round off to three decimal places.