How Does Fluid Velocity Compare at Different Points in a Siphon Tube?

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SUMMARY

The discussion centers on the fluid velocity in a siphon tube, specifically comparing the velocity at the top of the tube to that of the exiting fluid. It is established that since no fluid is lost or created, the volume flowing in equals the volume flowing out, leading to the conclusion that the velocity at the top is the same as at the bottom. The correct answer to the posed question is (d) "The velocity is the same at the bottom." The term "velocity" is clarified as a vector with both magnitude and direction, reinforcing the understanding of fluid dynamics in this context.

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nath_quam
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A siphon has been started, fluid is now flowing through it. What is the velocity at the top
of the tube in relation to the velocity of the exiting fluid:
(a) The velocity is greater at the top
(b) The velocity is less (but not zero) at the top
(c) The velocity is zero at the top
(d) The velocity is the same at the bottom

i'm not sure about this question...would anyone be able to explain the answer to me

Nath
 
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No fluid is lost or created in the tube so the volume flowing in must equal the amount flowing out. If the size of the tube doesn't change what does this mean for the speed.

Unless this is a trick question - velocity is a vector it has magnitude and direction so walking north has a velocity of say 4mph north or -4mph south. I suspect that the word velocity was just misused in the question.
 
Therefore that makes the answer d then ?
 

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