Problem 4. You are on a different planet and want to calculate its acceleration due to gravity, so you decide to conduct a physics experiment! You set up a long, circular pipe to run the experiment. You observe the liquid flow at a rate of 1.57 m³/s into an opening of the pipe with a radius of 1 m. Two meters below, the liquid flows out of the other end of the pipe, where the opening now has a radius of 50 cm, as shown below. Assume that the pressure on both ends of the pipe is the same. Flow In r top = 1 m r = 50 cm bottom h = 2 m Flow Out Part (a) Determine the speed of the liquid flowing into and out of the pipe. Part (b) What is the acceleration due to gravity on this planet? Part (c) Describe one other possible experiment that would also tell you what the acceleration due to gravity is on this planet.

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Chapter1: Units, Trigonometry. And Vectors
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Problem 4.
You are on a different planet and want to calculate its acceleration
due to gravity, so you decide to conduct a physics experiment! You set up a long, circular pipe
to run the experiment. You observe the liquid flow at a rate of 1.57 m³/s into an opening of
the pipe with a radius of 1 m. Two meters below, the liquid flows out of the other end of the
pipe, where the opening now has a radius of 50 cm, as shown below. Assume that the pressure
on both ends of the pipe is the same.
Flow In
r
top
= 1 m
r = 50 cm
bottom
h = 2 m
Flow Out
Part (a) Determine the speed of the liquid flowing into and out of the pipe.
Part (b) What is the acceleration due to gravity on this planet?
Part (c) Describe one other possible experiment that would also tell you what the
acceleration due to gravity is on this planet.
Transcribed Image Text:Problem 4. You are on a different planet and want to calculate its acceleration due to gravity, so you decide to conduct a physics experiment! You set up a long, circular pipe to run the experiment. You observe the liquid flow at a rate of 1.57 m³/s into an opening of the pipe with a radius of 1 m. Two meters below, the liquid flows out of the other end of the pipe, where the opening now has a radius of 50 cm, as shown below. Assume that the pressure on both ends of the pipe is the same. Flow In r top = 1 m r = 50 cm bottom h = 2 m Flow Out Part (a) Determine the speed of the liquid flowing into and out of the pipe. Part (b) What is the acceleration due to gravity on this planet? Part (c) Describe one other possible experiment that would also tell you what the acceleration due to gravity is on this planet.
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