Snapshot of a travelling harmonic wave

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    Harmonic Wave
AI Thread Summary
The discussion revolves around understanding the velocity of particles in a traveling harmonic wave based on a provided graph. Key questions focus on determining the direction of particle velocity at specific points when the wave moves in different directions. The participant initially struggles with their answers but receives clarification that the instantaneous velocity is zero at the wave's maximum or minimum points. This understanding leads to a realization about how particle movement changes as the wave passes through these critical points. The conversation emphasizes the importance of visualizing wave behavior to accurately assess particle velocity.
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Homework Statement


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The graph shows a snapshot of a traveling harmonic wave; eight points are indicated. Answer the five questions by selecting from the choices below.

  1. A) → B) ← C) ↓ D) ↑ E) the velocity is zero
    1. If the wave is moving to the right, what is the direction of the velocity of the particle at point 6?
    2. If the wave is moving to the left, what is the direction of the velocity of the particle at point 3?
    3. If the velocity of the particle at point 3 is given by the arrow D, in which direction is the wave moving?
    4. If the velocity of the particle at point 3 is given by the arrow C, in which direction is the wave moving?
    5. If the wave is moving in the direction A, what is the direction of the velocity of the particle at point 7?

Homework Equations


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The Attempt at a Solution


I thought 1. up
2. down
3.right
4. left
5. up
not really sure what I'm doing wrong or if I've just completely misunderstood how to determine particle movement..[/B]
 
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Not sure which of your answers you are saying you are told are wrong. I agree with all your answers except 5.
 
The program will only say its correct if you have all answers correct. I've got the answer now, but I'm not really sure why the velocity would be 0 at 7..would it also be 0 at one of the maximums?
 
Yes, the instantaneous velocity would be zero at either a maximum or minimum. Think of it like this: just before the minimum passes point 7, the point is moving down. After the minimum has passed the point, it would be moving up. So what happens in between those cases at the exact moment the point is at the minimum?
 
Ahh okay I get it now. Thanks guys!
 
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