Electric Potential Difference and electric field

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Homework Help Overview

The discussion revolves around calculating the electric potential difference in a uniform electric field, specifically examining the points A and B in a coordinate system. The subject area includes concepts of electric fields and potential differences.

Discussion Character

  • Exploratory, Mathematical reasoning, Assumption checking

Approaches and Questions Raised

  • Participants discuss the choice of path for calculating the potential difference, with one participant questioning the setup for a different path and another confirming the appropriateness of a straight line path.

Discussion Status

The discussion is ongoing, with participants providing feedback on each other's approaches. Some guidance has been offered regarding the choice of paths and the implications of angles in the calculations, but no consensus has been reached on the final solution.

Contextual Notes

Participants are exploring different paths for integration and the effects of angle choices on the calculations, indicating a focus on understanding the implications of these choices in the context of the problem.

Soccerdude
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Homework Statement



A uniform electric field points in the –y direction with magnitude 325 V/m. Find the electric potential difference VB-VA between the points A at (-0.200, -0.300) m and B at (0.400, 0.500) m.

Homework Equations



∆V=-int(E . dl)
(Dot Product)

The Attempt at a Solution



∆V=-int(0,1)[(325)cos(36.87)dl]

∆V=-260[l](0,1)=-260 V

Am I doing this correctly?
 
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Yes. Looks like you chose a straight line path between the initial and final points, which is a good choice. Any path would do.
 
If I were to choose a different path, is this how I would set it up?

∆V=-(int(0,.6)[325cos(90)dl]+int(0,.8)[325cos(0)dl])

Much Appreciated
 
Yes. Good. I noticed you switched the sign outside the integral for the part parallel to the y-axis which goes along with the angle of zero in the cosine. Alternately, of course, you could keep the negative sign in front, but use an angle of 180 degrees as you go upward against E.
 

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