Transverse velocity and real/imaginary parts?

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Homework Help Overview

The discussion revolves around understanding the transverse velocity of a particle as described in a mechanics textbook, specifically focusing on extracting real and imaginary parts from a given equation to find expressions for the components of velocity.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants express uncertainty about how to begin solving the problem, particularly regarding the interpretation of real and imaginary parts. There are inquiries about the specific textbook being referenced and requests for clarification on the material presented.

Discussion Status

The conversation is ongoing, with participants seeking to clarify the problem's requirements and the original poster's understanding of the textbook content. Some guidance is offered regarding the need for the original poster to attempt a solution or provide more context from the textbook.

Contextual Notes

The original poster mentions feeling out of depth in their mechanics course, indicating a potential gap in foundational knowledge that may be influencing their approach to the problem.

SpaceIsCool
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Homework Statement



The transverse velocity of the particle in Sections 2.5 and 2.7 is contained in (2.77), since
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By taking the real and imaginary parts, find expressions for v_x and v_y separately. Based on these expressions describe the time dependence of the transverse velocity.

Homework Equations



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The Attempt at a Solution


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I really don't know how to start this problem. In my textbook, it starts to show a solution but the whole "real and imaginary parts" aspect of this problem is really throwing me off.
 

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    WVnxXbWKNcyke16CnzTE91JN8hoJzAZv94LmycMPhIKYWNaGr0_5S1hho3X_ErVDHz1QqihTun8iosLDmMNkGcIgXo8fafOa.jpg
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    WVnxXbWKNcyke16CnzTE91JN8hoJzAZv94LmycMPhIKYWNaGr0_5S1hho3X_ErVDHz1QqihTun8iosLDmMNkGcIgXo8fafOa.jpg
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SpaceIsCool said:
The transverse velocity of the particle in Sections 2.5 and 2.7

Of what textbook?

SpaceIsCool said:
I really don't know how to start this problem.

Unfortunately, that's not an attempt at a solution. You need to make one. You say your textbook starts to show a solution: have you tried to work past it? Where specifically did you get stuck?
 
PeterDonis said:
Of what textbook?
Unfortunately, that's not an attempt at a solution. You need to make one. You say your textbook starts to show a solution: have you tried to work past it? Where specifically did you get stuck?
Hello,
It doesn't really show a solution. It just talks about how to derive the equation given. I'm just not sure how to start this problem at all. I just started this Mechanics course and am feeling a bit out of depth. The textbook is Classical Mechanics by John R. Taylor.
 
SpaceIsCool said:
It doesn't really show a solution. It just talks about how to derive the equation given. I'm just not sure how to start this problem at all. I just started this Mechanics course and am feeling a bit out of depth. The textbook is Classical Mechanics by John R. Taylor.
Can you post a PDF of the page or two that contains this? That would be a big help for folks who would like to help. You can use the UPLOAD button in the lower right of the Reply window to attach a PDF or JPEG file to your reply. Thanks.
 

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