Water flows steadily and smoothly along a horizontal pipe through a contraction and out into the atmosphere soon after as sketched below. Area B Area A The volume flux is Q. Estimate the height h for which water can be sucked into the main flow from a lower reservoir open to the atmosphere. Q^2/(2*g)*((A^2-B^2)/(A^2*B^2)) Your last answer was interpreted as follows: Q? ( A? - B 2g The variables found in your answer were: [A, B, Q, g] X Incorrect answer.
Water flows steadily and smoothly along a horizontal pipe through a contraction and out into the atmosphere soon after as sketched below. Area B Area A The volume flux is Q. Estimate the height h for which water can be sucked into the main flow from a lower reservoir open to the atmosphere. Q^2/(2*g)*((A^2-B^2)/(A^2*B^2)) Your last answer was interpreted as follows: Q? ( A? - B 2g The variables found in your answer were: [A, B, Q, g] X Incorrect answer.
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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Question
1
![Water flows steadily and smoothly along a horizontal pipe through a contraction and out into the atmosphere
soon after as sketched below.
Area B
Area A
The volume flux is Q. Estimate the height h for which water can be sucked into the main flow from a lower
reservoir open to the atmosphere.
Q^2/(2*g)*(A^2-B^2)/(A^2*B^2)
Your last answer was interpreted as follows:
Q? ( A? - B
A B
2g
The variables found in your answer were: [A, B, Q, g]
X Incorrect answer.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fffb5bdd8-6dfc-4e95-935c-65355d885deb%2F6f90f130-e719-4781-aa8b-ad9a37e2f7d7%2Flq117yd_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Water flows steadily and smoothly along a horizontal pipe through a contraction and out into the atmosphere
soon after as sketched below.
Area B
Area A
The volume flux is Q. Estimate the height h for which water can be sucked into the main flow from a lower
reservoir open to the atmosphere.
Q^2/(2*g)*(A^2-B^2)/(A^2*B^2)
Your last answer was interpreted as follows:
Q? ( A? - B
A B
2g
The variables found in your answer were: [A, B, Q, g]
X Incorrect answer.
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