Calculating Net Electric Field Strength at Point A

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Homework Help Overview

The problem involves calculating the net electric field strength at a specific point (Point A) due to two charges. The context is rooted in electrostatics, focusing on the interaction of electric fields generated by these charges.

Discussion Character

  • Conceptual clarification, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the treatment of electric field directions and magnitudes, questioning why a negative value was not used in the initial calculation of the net electric field. There is a focus on the vector nature of electric fields and the implications of charge polarity.

Discussion Status

Some participants express agreement with the notion that the magnitudes of the electric fields should be subtracted due to their opposing directions. There is a contention regarding the correctness of the initial solution provided, with some suggesting it may be incorrect based on the charges' characteristics.

Contextual Notes

Participants are navigating the assumptions related to charge polarity and the resultant vector directions, which are critical to understanding the net electric field at Point A. There is an emphasis on the need for clarity regarding the signs used in calculations.

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Homework Statement



Find the net electric field strength at point A due to the combined electric fields of both charges.

Homework Equations



E=kq/d^2

The Attempt at a Solution


I know how to solve these type of problems however I'm just wondering how come in the net force line as you can see on my paper, they didn't use a -3.7*10^7 since it is going in the left direction.

The answer that was given was : 3.7*10^7+ 7.71*10^6 = 4.5*10^7 N/C

When I did electrostatic forces before that had charges in a line, you had to use negative when finding net force for charges that went to the left..
 

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I agree with your line of thought :smile:. The magnitude of the net E field should be|-3.7*10^7+ 7.71*10^6|. The magnitudes of the individual fields should be subtracted because the individual electric field vectors point in opposite directions at point A.

[EDIT: To avoid giving people stiff necks, it would be nice to post your images so they are upright. :wink:]
 
Last edited:
TSny said:
I agree with your line of thought :smile:. The magnitude of the net E field should be|-3.7*10^7+ 7.71*10^6|. The magnitudes of the individual fields should be subtracted because the individual electric field vectors point in opposite directions at point A.

[EDIT: To avoid giving people stiff necks, it would be nice to post your images so they are upright. :wink:]

So you are saying that the answer that was given was wrong?
 
Yes. If one charge is positive, the other charge is negative, and the point A is located as shown in your diagram, then the given solution is wrong.
 

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