The pressure of water at the hole location is
P = (rho)gH + Po
where Po is atmospheric pressure
The Bernoulli equation tells you that
(1/2)(rho) V^2 = P - Po = (rho) g H
The water density (rho) cancels out, so
V = sqrt (2 g H)
H is this case the the height of water ABOVE the hole, which is 5 m, not h=13 m
A large tank is filled with water to a depth of d = 18 m. A spout located h = 13 m above the bottom of the tank is then opened as shown in the drawing. With what speed will water emerge from the spout?
2 answers
9.8