3 point charges in the x direction

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Homework Help Overview

The problem involves three point charges aligned along the x-axis, with the task of finding the electric field at a specific position (x = +2.0m, y = 0). Participants are discussing the interpretation of the given values and the correct approach to calculating the electric field.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are attempting to understand how to calculate the electric field from the given charges and are questioning the interpretation of the units provided. There is confusion regarding the relationship between charge and electric field, particularly concerning the values given in nano-Coulombs.

Discussion Status

The discussion is ongoing, with participants raising questions about the validity of the units and the interpretation of the charges. Some guidance has been offered regarding the distinction between units of charge and electric field, but no consensus has been reached on the correct approach to the problem.

Contextual Notes

There is a mention of a potential discrepancy in the book's answer, which raises questions about the reliability of the provided information. Participants are also grappling with the implications of the units used in the problem.

Trista
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Here is the problem:
Three point charges are aligned along the x-axis as shown below. Find the electric field at the position x = +2.0m, y=0.
........y
........|
--------|<--.50m --->|<--------------.80m-------->|
--------0------------0-----------------------------0--------- X
...-4.0nC....|5.0nC........3.0nC
........|

So, I figured that I have to add up the E along the x-axis and that should give me my answer. But, I'm not sure what to do with the numbers when they are already an Electrical Field... -4.nC isn't the charge, so, don't I need to find the q (or charge) first? then put it in the form kq/r^2??

The only way I can come up with the answer is wrong... total E = 4,
EA = 4 nC X 2m = 8 nC/m. 3 Charges times 8 nC/m = 24 nC... But that was simply a coincidence, I'm sure. 24 nC is the right answer, just need help getting there.:eek:

Thank you in advance for your help and patience.
 
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Are you sure? Those are units of charge, not of the electric field.
 
Why isn't -4.0 nC a charge? Isn't nC a nano-Coulomb? So it has units charge. The electric field has units N/C or V/m. So how can 24 nC be the right answer when it has the wrong units?
 
Unfortunately, the book says that 24nC is the answer. Its been wrong before, but not very often.

and about the nC, I was thinking it was Newton per Couloumb. Didn't even consider a nano couloumb... I will run with that. Thankyou
 
Last edited:
The units are definitely wrong if that's supposed to be an electric field...
 

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