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2b) (10 points) If the pressure gauge at the bottom of the tank reads 100 kPa,...
Question 1: (30 points) In the below figure, oil is stored in a storage tank which...
Question 1: (30 points) In the below figure, oil is stored in a storage tank which is equipped with a gauge at the bottom. The air pressure above the surface of the oil is 180 kPa absolute. The density of oil is 881 kg/m². As shown, the gauge reads 5 bar of pressure at the bottom of the tank. Calculate the height of the oil inside the tank? Heighth Oil Given: g = 9.81 m/s2
(10 points) What is the gauge pressure in kPa of the vapor at the vapor-liquid boundary...
(10 points) What is the gauge pressure in kPa of the vapor at the vapor-liquid boundary inside the container? 4. Peuge 275kPa h-35cm Air ※ Mercury: pmercun® 13,600 kg/m? Gasoline 285mm 50cm o.95m Oil: Por-850 kg/m Water: ph2o-1000 kg/m ■ Gasoline: Peasoline. 720 kg/m3
Final Assessment (20%) Online Spring (2) 2020 Eng, Mayssara Antar Total points: 100 STUDENT NAME and...
Final Assessment (20%) Online Spring (2) 2020 Eng, Mayssara Antar Total points: 100 STUDENT NAME and ID: Question 1: (30 points) In the below figure, oil is stored in a storage tank which is equipped with a gauge at the bottom. The air pressure above the surface of the oil is 180 kPa absolute. The density of oil is 881 kg/m? As shown, the gauge reads 5 bar of pressure at the bottom of the tank. Calculate the height of...
A two-liquid pressure gauge is connected to a tank filled with water. In the environment where...
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...
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...
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...
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
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment...
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 hi h3 su h2...
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment...
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 h1 h3 su h2 civa
4. A two-liquid pressure gauge is connected to a tank filled with water. In the environment...
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 hi h3 su h2 civa
Question 1: (30 points) In the below figure, oil is stored in a storage tank which is equipped with a gauge at the bottom. The air pressure above the surface of the oil is 180 kPa absolute. The density of oil is 881 kg/m². As shown, the gauge reads 5 bar of pressure at the bottom of the tank. Calculate the height of the oil inside the tank? Heighth Oil Given: g = 9.81 m/s2
(10 points) What is the gauge pressure in kPa of the vapor at the vapor-liquid boundary inside the container? 4. Peuge 275kPa h-35cm Air ※ Mercury: pmercun® 13,600 kg/m? Gasoline 285mm 50cm o.95m Oil: Por-850 kg/m Water: ph2o-1000 kg/m ■ Gasoline: Peasoline. 720 kg/m3
Final Assessment (20%) Online Spring (2) 2020 Eng, Mayssara Antar Total points: 100 STUDENT NAME and ID: Question 1: (30 points) In the below figure, oil is stored in a storage tank which is equipped with a gauge at the bottom. The air pressure above the surface of the oil is 180 kPa absolute. The density of oil is 881 kg/m? As shown, the gauge reads 5 bar of pressure at the bottom of the tank. Calculate the height of...
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
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 hi h3 su h2...
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 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 hi h3 su h2 civa
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