Question

A water pump with a constant volume flow rate of 10.0 m^3/s is connected to a cylindrical pipe with a diameter of 0.500 m and a gauge pressure of 8.90×10^5 Pa at the floor of a building. What is the gauge pressure at the other end of the pipe located 20.0 m above the floor, having a diameter of 0.480 m?

Name: a water pump with a constant volume flow rate of 100 m3s is connected to a cylindrical pipe with a diameter of 0500 m and a gauge pressure of 890105 pa at the floor of a building what is the 43544
Uploaded: 2022-06-05T21:08:00-08:00
Duration: 4 min 48 s
Channel: Marinus Kenechukwu
Description: a water pump with a constant volume flow rate of 100 m3s is connected to a cylindrical pipe with a diameter of 0500 m and a gauge pressure of 890105 pa at the floor of a building what is the 43544

          A water pump with a constant volume flow rate of 10.0 m^3/s is connected to a cylindrical pipe with a diameter of 0.500 m and a gauge pressure of 8.90×10^5 Pa at the floor of a building. What is the gauge pressure at the other end of the pipe located 20.0 m above the floor, having a diameter of 0.480 m?

Added by Brandi O.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Marinus Kenechukwu

06/05/2022

Step 1

Given: - Diameter at the floor (D1) = 0.500 m - Diameter at the other end (D2) = 0.480 m Calculate: - Area at the floor (A1) = π*(D1/2)^2 - Area at the other end (A2) = π*(D2/2)^2 Show more…

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A water pump with a constant volume flow rate of 10.0 m^3/s is connected to a cylindrical pipe with a diameter of 0.500 m and a gauge pressure of 8.90×10^5 Pa at the floor of a building. What is the gauge pressure at the other end of the pipe located 20.0 m above the floor, having a diameter of 0.480 m?