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Water is to be pumped from a lake to a ranger station on the side of the mountain (see figure). The flow rate is to be 95 gal/min, and the flow channel is a standard 1-in. Schedule 40 steel pipe (ID=1.049 in.). A pump capable of delivering 8 hp (= -Ws) is available. The friction loss F (ft-lbr/lbm) equals 0.041L, where L (ft) is the length of the pipe. Calculate the maximum elevation, z, of the ranger station above the lake if the pipe rises at an angle of 30°. (Answer: z = 289.5 ft) 30

Water is to be pumped from a lake to a ranger station on the side of the mountain (see figure). The flow rate is to be 95 gal/min, and the flow channel is a standard 1-in. Schedule 40 steel pipe (ID=1.049 in.). A pump capable of delivering 8 hp (= -Ws) is available. The friction loss F (ft-lbr/lbm) equals 0.041L, where L (ft) is the length of the pipe. Calculate the maximum elevation, z, of the ranger station above the lake if the pipe rises at an angle of 30°. (Answer: z = 289.5 ft) 30

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Water is to be pumped from a lake to a ranger station on the side of the mountain (see figure). The flow rate is to be 95 gal/min, and the flow channel is a standard 1-in. Schedule 40 steel pipe (ID=1.049 in.). A pump capable of delivering 8 hp (= -Ws) is available. The friction loss F (ft-lbr/lbm) equals 0.041L, where L (ft) is the length of the pipe. Calculate the maximum elevation, z, of the ranger station above the lake if the pipe rises at an angle of 30°. (Answer: z = 289.5 ft) 30
Transcribed Image Text:Water is to be pumped from a lake to a ranger station on the side of the mountain (see figure). The flow rate is to be 95 gal/min, and the flow channel is a standard 1-in. Schedule 40 steel pipe (ID=1.049 in.). A pump capable of delivering 8 hp (= -Ws) is available. The friction loss F (ft-lbr/lbm) equals 0.041L, where L (ft) is the length of the pipe. Calculate the maximum elevation, z, of the ranger station above the lake if the pipe rises at an angle of 30°. (Answer: z = 289.5 ft) 30
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