A cylindrical tank, containing water, with a diameter of 3 m and a water level of 5 m is to be drained. Calculate the time taken in minutes to empty the tank for the following
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- A horizontal cylindrical tank 4ft in the diameter and 10ft long is full of water. Find the work done in pumping the water to a point 4ft above the top of the tank tavit Type here to searWhat is the height of water inside the tank at time 8.97 minutes after the dumping? Show your complete solution and write clearly. Thank you.4. A conical tank is 12 ft across the top and 8 ft deep. It con- tains water to a depth of 6ft. Find the work done in pumping the water to a point 2 ft above the top of the tank.
- Solve this now in 30 min plzA simple rainwater collector used for home garden use is show below. It is comprised of an open-air water tank, a "compliant" or flexible tube, and a valve. To avoid overflow, the valve is set to open when the water in the tank reaches a height of 2m. The valve rests on the ground 3m beneath the tank's base. The outlet of the valve is open to atmosphere. a) Calculate the pressure at the bottom of the tank when the valve automatically opens. b) Calculate the pressure at the valve when it automatically opens. c) Assuming inviscid flow, estimate the average velocity of the water flowing through the tube at the moment when the valve automatically opens. ASsume that the tank is very large compared to the tube, so that the velocity of the water at the top of the tank is zero. Assume that the valve provides no resistance to flow when opened. d) Using your answer to part c), calculate the rate of discharge in kg/s when the valve automatically opens. e) Using your answer to part c), estimate…A simple rainwater collector used for home garden use is show below. It is comprised of an open-air water tank, a "compliant" or flexible tube, and a valve. To avoid overflow, the valve is set to open when the water in the tank reaches a height of 2m. The valve rests on the ground 3m beneath the tank's base. The outlet of the valve is open to atmosphere. a) Calculate the pressure at the bottom of the tank when the valve automatically opens. b) Calculate the pressure at the valve when it automatically opens. c) Assuming inviscid flow, estimate the average velocity of the water flowing through the tube at the moment when the valve automatically opens. Assume that the tank is very large compared to the tube, so that the velocity of the water at the top of the tank is zero. Assume that the valve provides no resistance to flow when opened. d) Using your answer to part c), calculate the rate of discharge in kg/s when the valve automatically opens. e) Using your answer to part c), estimate…
- Find: the rate of change of water surface level with a unit of m/s from the given information in the image.Determine the accelaration of in m/s^2 of the tugboat thank youAn open tank contains water upto a depth of 1.5 m and above it an oil of sp. gr. 0.8 for a depth of 2 m. Find the the pressure intensity in kPa at the bottom of the tank.