Using Torricelli's law
v = (2gh)^0.5 = (2*9.8*10)^0.5 = 14 m/s
Which will be required answer.
A 10 meter tall tank open to the air is filled with a fluid with a...
A 10 Meter tall tank open to the air is filled with a fluid with a density of 1200 kg/m^3. It is located with its bottom 10 meters off the ground. When a hole is open at the bottom, fluid sprays out with an initial horizontal velocity. Determine how far (initially) the fluid sprays horizontally before it touches the ground.
A fluid of density 1300 kg/m3 flows out through a 3 meter diameter pipe without friction at a rate of 1500 L/s. Find the velocity of the fluid as it flows out of the 3 meter diameter pipe. Note that the 'speed' sensor does not give enough significant figures... use the sensor, to prove your calculations (and not the opposite!) Submit Answer Tries 0/99 Calculate the velocity of the fluid if the pipe constricts to a diameter of 1 meter....
An open tank 1 meter in diameter and 1.5m in height is filled with diesel oil (S.G = 0.85). Assuming 75% of its capacity is occupied by the diesel, calculate the pressure of the fluid at the bottom of the tank.
A large cylindrical water tank is mounted on a platform with its central axis vertical. The water level is 3.75 m above the base of the tank, and base is 2.00 m above the ground. A small hole 2.22 mm in diameter has formed in the base of the tank. Both the hole and the top of the tank are open to the air. We can ignore air resistance and treat water as an ideal fluid with a density of...
9. (9 points) Suppose we have a triangular tank full of water. The tank is 2 meters long, half a meter tall and a meter wide (see below). Set up an integral for how much work is done when pumping water out of the top of the tank. Use p for the density of water and g for the acceleration due to gravity. Do not evaluate the integral. 0.5 m 1 m 9. (9 points) Suppose we have a triangular...
1. Atall cylindrical tank, held above ground on stilts, is partially filled with water. (See top figure). The tank has a diameter, D. At time equal to zero, a hole of diameter d is poked in the bottom of the tank, where d<< D. Let z-0 correspond to the bottom of the tank. The initial fluid height is za. Had Use Bernoulli equation to assess the velocity of the fluid as it leaves the bottom of the tank as a...
A large cylindrical water tank is mounted on a platform with its central axis vertical. The water level is 3.75 m above the base of the tank, and the diameter of the tanks is 2m. A small hole 2.22 mm in diameter has formed in the base of the tank. Both the hole and the top of the tank are open to the air. We can ignore air resistance and treat water as an ideal fluid with a density of...
4. A tank is filled with incompressible oil to a depth of (h) 6.43 m open tank The tank is being drained via a horizontal pipe that is attached at a height of (h2) 0.789 m above the tank bottom. Oil is flowing out of the tank into the pipe at a rate of 2.34 x 10 m'/s, but the tank is so large that the descent speed of the oil level at the top is negligible (0) The gauge...
is the volumetric change of the fluid caused by resistance. 5. A tank filled with water to depth of 2.4m is accelerated upward at the rate of 3m/s2. Find the velocity of the discharge at the orifice 2 cm in diameter located at the bottom of the tank.
A large storage tank, open at the top and filled with water, develops a small hole in its side at a point 17.0 m below the water level. The rate of flow from the leak is found to be 2.20 x 10-3 m/min. ind (a) Determine the speed (in m/s) at which the water leaves the hole. m/s (b) Determine the diameter of the hole in mm). mm (c) What If? If the hole is 10.0 m above the ground...