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The tank shown in the following figure is being filled by Pipes 1 and 2. The water level is to remain constant. (Assume each pipe has a circular cross-section. Enter the magnitudes.) Pipe 1: d₁ = 1 in. V₁ = 4 ft/s 0 What is the volume flow rate of Pipe 1 (in ft³/s)? ft³/s What is the volume flow rate of Pipe 2 (in ft³/s)? ft³/s Pipe 2: d, = 2.14 in. V₂ = 1.3 ft/s Pipe 3: d₂ = 1.2 in. V3 = ? What is the volume flow rate of water leaving the tank at Pipe 3 (in ft³/s)? 0.054288 ft³/s

The tank shown in the following figure is being filled by Pipes 1 and 2. The water level is to remain constant. (Assume each pipe has a circular cross-section. Enter the magnitudes.) Pipe 1: d₁ = 1 in. V₁ = 4 ft/s 0 What is the volume flow rate of Pipe 1 (in ft³/s)? ft³/s What is the volume flow rate of Pipe 2 (in ft³/s)? ft³/s Pipe 2: d, = 2.14 in. V₂ = 1.3 ft/s Pipe 3: d₂ = 1.2 in. V3 = ? What is the volume flow rate of water leaving the tank at Pipe 3 (in ft³/s)? 0.054288 ft³/s

College Physics
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
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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The tank shown in the following figure is being filled by Pipes 1 and 2. The water level is to remain constant. (Assume each pipe has a circular cross-section. Enter the magnitudes.) Pipe 1: d₁ = 1 in. V₁ = 4 ft/s 0 What is the volume flow rate of Pipe 1 (in ft³/s)? ft³/s What is the volume flow rate of Pipe 2 (in ft³/s)? ft³/s -2 Pipe 2: d, = 2.14 in. V₂ = 1.3 ft/s What is the cross-sectional area of flow for Pipe 3 (in ft²)? 0.009028 ft² What is the volume flow rate of water leaving the tank at Pipe 3 (in ft³/s)? 0.054288 ft³/s What is the average velocity of the water leaving the tank (in ft/s)? 5.889633 ft/s Pipe 3: d₂ = 1.2 in. V3 = ? What is the mass flow rate of water leaving tank at Pipe 3 (in lbm/s)? 3.387559462 lbm/s i
Transcribed Image Text:The tank shown in the following figure is being filled by Pipes 1 and 2. The water level is to remain constant. (Assume each pipe has a circular cross-section. Enter the magnitudes.) Pipe 1: d₁ = 1 in. V₁ = 4 ft/s 0 What is the volume flow rate of Pipe 1 (in ft³/s)? ft³/s What is the volume flow rate of Pipe 2 (in ft³/s)? ft³/s -2 Pipe 2: d, = 2.14 in. V₂ = 1.3 ft/s What is the cross-sectional area of flow for Pipe 3 (in ft²)? 0.009028 ft² What is the volume flow rate of water leaving the tank at Pipe 3 (in ft³/s)? 0.054288 ft³/s What is the average velocity of the water leaving the tank (in ft/s)? 5.889633 ft/s Pipe 3: d₂ = 1.2 in. V3 = ? What is the mass flow rate of water leaving tank at Pipe 3 (in lbm/s)? 3.387559462 lbm/s i
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