In a tank with water, there's a section filled with air. Calculate the pressure at points A,B,C;D

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In a tank with water, there's a section filled with air. Calculate the pressure at points...
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A scuba tank is filled with air to a gauge pressure of 203 atm when the air temperature is 34 ∘C. A diver then jumps into the ocean and, after a short time on the ocean surface, checks the tank's gauge pressure and finds that it is only 196 atm. (A) Assuming the diver has inhaled a negligible amount of air from the tank, what is the temperature of the ocean water? Express your answer to two significant figures and...
A two-liquid pressure gauge is connected to a tank filled with
water. In the environment where the warehouse is located, Patm =
755 mmHgS. The height of the liquids is h1 = 0.2m h2 = 0.3m h3 =
0.45m and the density of the water is 1000kg / m³, the density of
the oil is 0.85 and the density of the mercury is 13.6. Calculate
the pressure of the air inside the tank.
hava yag h1 h3 su h2 civa
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment where the warehouse is located, Patm = 755 mmHgS. The height of the liquids is h1 = 0.2m h2 = 0.3m h3 = 0.45m and the density of the water is 1000kg / m?, the density of the oil is 0.85 and the density of the mercury is 13.6. Calculate the pressure of the air inside the tank. hava yag h1 h3 h2 civa
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment where the warehouse is located, Patm = 755 mmHgS. The height of the liquids is h1 = 0.2m h2 = 0.3m h3 = 0.45m and the density of the water is 1000kg/m, the density of the oil is 0.85 and the density of the mercury is 13.6. Calculate the pressure of the air inside the tank. hava yag hl h3 su h2 civa
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment where the warehouse is located, Patm = 755 mmHgS. The height of the liquids is h1 = 0.2m h2 = 0.3m h3 = 0.45m and the density of the water is 1000kg/m, the density of the oil is 0.85 and the density of the mercury is 13.6. Calculate the pressure of the air inside the tank. hava yağ hi h3 su h2 civa