A cylindrical, horizontal, underground water pipe of 2.10 cm internal radius is carrying water at an absolute pressure of 2.95 atm. This pipe bends upwards, continues up the wall of a building and is connected to a bathroom tap situated 9.80 m above the underground section of the pipe. The tap is being used to fill a bathtub. The spout of the tap has a circular cross-section with an internal radius of tap cm. Using the continuity and Bernoulli's equations, find the speed of water as it leaves the spout at an absolute pressure of 1.00 atm. Assume the water is an ideal
A cylindrical, horizontal, underground water pipe of 2.10 cm internal radius is carrying water at an absolute pressure of 2.95 atm. This pipe bends upwards, continues up the wall of a building and is connected to a bathroom tap situated 9.80 m above the underground section of the pipe. The tap is being used to fill a bathtub. The spout of the tap has a circular cross-section with an internal radius of tap cm. Using the continuity and Bernoulli's equations, find the speed of water as it leaves the spout at an absolute pressure of 1.00 atm. Assume the water is an ideal
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rtap=.55cm
Transcribed Image Text:A cylindrical, horizontal, underground water pipe of 2.10 cm internal radius is carrying water at
an absolute pressure of 2.95 atm. This pipe bends upwards, continues up the wall of a building
and is connected to a bathroom tap situated 9.80 m above the underground section of the pipe.
The tap is being used to fill a bathtub. The spout of the tap has a circular cross-section with an
internal radius of rap cm. Using the continuity and Bernoulli's equations, find the speed of
water as it leaves the spout at an absolute pressure of 1.00 atm. Assume the water is an ideal
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