1) Let the tank has diameter D=1 m and height H=5 m. The initial volume on the water in the tank is Vi=10 m3. Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours. The volumetric flow rate of the water that flows in is 3 m3/s. The volumetric flow rate of the water that flows out is 2 m3/s 2) Let the tank has radius R=1 m and height H=5 m. The initial volume on the water in the tank is Vi=10 m3. Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours. The volumetric flow rate of the water that flows in is 2 m3/s. The volumetric flow rate of the water that flows out is 2 m3/s.
1) Let the tank has diameter D=1 m and height H=5 m. The initial volume on the water in the tank is Vi=10 m3. Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours. The volumetric flow rate of the water that flows in is 3 m3/s. The volumetric flow rate of the water that flows out is 2 m3/s 2) Let the tank has radius R=1 m and height H=5 m. The initial volume on the water in the tank is Vi=10 m3. Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours. The volumetric flow rate of the water that flows in is 2 m3/s. The volumetric flow rate of the water that flows out is 2 m3/s.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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1) Let the tank has diameter D=1 m and height H=5 m.
The initial volume on the water in the tank is Vi=10 m3.
Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours.
The volumetric flow rate of the water that flows in is 3 m3/s.
The volumetric flow rate of the water that flows out is 2 m3/s
2)
Let the tank has radius R=1 m and height H=5 m.
The initial volume on the water in the tank is Vi=10 m3.
Provide a graph of the height of the water in the tank as function of time for a time interval of 24 hours.
The volumetric flow rate of the water that flows in is 2 m3/s.
The volumetric flow rate of the water that flows out is 2 m3/s.
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