A hemispherical tank of diameter 4m contains water up to a height of 1.53 m. An orifice of diameter 52 mm is provided at the bottom. Find the time required by water (i) to fall from 1.53 m to 1m (ii) for completely emptying the tank. Take Cd = 0.6.
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- A hemispherical tank of diameter 4 m contains water up to a height of 2.0 m. An orifice of diameter 50 mm is provided at the bottom. Find the time required by water to fall from 2.0m to 1.0m. Take Cd=0.60. a.3179 seconds b.2582 seconds c.1814 seconds d.3600 secondsKindly give me right solution with clear calculations. For the function y = Sin(4.t) Where t is the time in seconds. What is the period of this sine-function?A hemispherical tank of diameter 4 m contains water up to a height of 2.0 m. An orifice of diameter 50 mm is provided at the bottom. Find the time required by water to fall from 2.0m to 1.0m. Take Cd=0.60. include your free body diagram a. 2582 seconds b. 1814 seconds c. 3600 seconds d. 3179 seconds
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- For the system below, EI is constant. If x = 9.48 m from point A, determine the value of EI(Δ) ? If x = 2.80 m from point A, determine the value of EI(θ) ? If x = 8.32 m from point A, determine the value of EI(Δ) ? If x = 6.13 m from point A, determine the value of EI(θ) ?Prof. ERBsent out six groups of students to measure a distance between two points on the ground. The students came up with the following six different values: 360.52, 360.35. 360,89, 361.02, 359.98, and 360.78 meters. Assuming these values are equally reliable and that the variations result from accidental error, determine the most probable value of the distance measured. A. 360.47 m C. 360.59 m B. 360.96 m D. 360.85 m Ps. With solution pleaseA jet of water discharges into a 90-cm open cylindrical tank with a height of 1 m. The cross-sectionalarea of the jet is 0.0025 m2 where the velocity of water jet is 3 m/s. How many seconds is requiredto fully fill the tank? The following are given for the measurements of a 90-cm open cylindrical tank when a jet of water discharges. height= 1m velocity=3m/s Area=0.0025m2 Determine the time to fully fill the cylindrical tank.