Net Electric Field: +q1 -q2 Spot at 0 E

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SUMMARY

The discussion centers on calculating the net electric field created by a positive charge +q1 and a negative charge -q2, positioned 5.22 m apart. The net electric field is zero at a point 2.55 m to the right of -q2, indicating the presence of two additional points where the electric potential is zero. The participants explore the equations E = kq1/5.22² + k(-q)/2.55² = 0 and kq1/x1 + k(-q)/(5.22 - x1) = 0 to find these points, seeking clarification on how to adjust the equations to identify both locations accurately.

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ptdreamer
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A positive charge of +q1 is located 5.22 m to the left of a negative charge -q2. The charges have different magnitudes. On the line through the charges, the net electric field is zero at a spot 2.55 m to the right of the negative charge. On this line there are also two spots where the potential is zero. (a) How far to the left of the negative charge is one spot? (b) How far to the right of the negative charge is the other?


E= kq1/5.22^2m + k(-q)/2.55^2m = 0
I think that this is the first equation that I use. I am not sure if I have set it up right.

and then I use this equation I think.
kq1/x1+ k(-q)/5.22-x1=0?

Overall, I just need someone to clarify PLEASE!
 
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Hi ptdreamer! :smile:
ptdreamer said:
E= kq1/5.22^2m + k(-q)/2.55^2m = 0
I think that this is the first equation that I use. I am not sure if I have set it up right.

and then I use this equation I think.
kq1/x1+ k(-q)/5.22-x1=0?

Overall, I just need someone to clarify PLEASE!

Yes, that's all good, but of course it only gives you one of the spots …

how should you adjust the second equation to get the other one? :wink:
 

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