A large tank is continuously filled with water to a depth of 15 m. A 0.1 m diameter hole is located 8 m above the bottom of the tank. Calculate the Volumetric flowrate through the hole. [Answers in m³/s, Numerical Value only] y2 V,=0 V1

In a pressurized pipe, water flows at 170 C. The standard atmospheric pressure is 101.312 kPa (abs) and the local atmospheric pressure is 97.727 kPa (abs). Determine the gage pressure and its equivalent water height value that allows the cavitation to start. Show all these values schematically.

As shown in the figure below, a cylindrical tank with a hole in the bottom and an air vent in the top is being filled with water. Given the following: Dtank = 4 ft hill = 8 ft NOG height of water in tank when tank is filled Qin = 10 gal/min %3D NOT UPL TO CHE diameter of hole Find: volumetric flowrate into tank EGG EXAM into the tank in slugs/second OT UPS XAM O NOT U EXAM (c) The rate at which the water level in the tank is mass flowrate (in slugs/second) of the water (b) The mass flowrate (in slugs/second) out of the tank UPLOAD TO CHE NOT UPLOAD when the water level reaches the fill height DO NOT UPL rising (in inches/minute) when the water level NOT UPL PLOAD TO CHEGG NOT UPLOAD TO CHEGG EXAM TO CHEGG EXAM OD TO CHEGG UP reaches the filled height то снE LOAD vent Dtank DO DO DO NOT UPLOADTO EXAM EX DO 0 DONOT UPLOA T Dhole G EXAM TO CNGO UPLOA hole mdotout

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