A swimming pool is 6 m deep, which can be drained by a valve located at the bottom. The valve is initially closed and the pool is full to the top with water that is not moving. a) What is pressure at the location of the valve? b) When the value is opened what is the speed of the water as it exits the pool? Assume that the level of the pool is not changing.

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Chapter1: Units, Trigonometry. And Vectors
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7. A swimming pool is 6 m deep, which can be drained by a valve located at the bottom. The valve is initially closed and the pool is full to the top with water that is not moving.


a) What is pressure at the location of the valve?
b) When the value is opened what is the speed of the water as it exits the pool? Assume that the level of the pool is not changing.

Formulas:
F = ma
Vf = Vị + at xf = X; + V¡t + at2
21
W = Fd
PE = mgh
KE = =mv²
Fs
= -kx
PEĘ = =kx²
2.
m
p = = P==
FB = PftuiaV9
A
A1
A2
P, + pv? + pgh, = P, + pv3 + pgh,
%3D
2
Transcribed Image Text:Formulas: F = ma Vf = Vị + at xf = X; + V¡t + at2 21 W = Fd PE = mgh KE = =mv² Fs = -kx PEĘ = =kx² 2. m p = = P== FB = PftuiaV9 A A1 A2 P, + pv? + pgh, = P, + pv3 + pgh, %3D 2
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