Electrical field strength problem

AI Thread Summary
The discussion centers on calculating electrical field strength using the correct charge in the formula. The user initially questioned whether to use a 25μC or an 8μC charge, with clarification provided that the 8μC charge should be used as it produces the field experienced by the 25μC charge. The user calculated the force at a 1mm distance as 1.8x10^6 and initially divided by 8μC for field strength, but was advised to divide by 25μC instead. Additionally, there is a suggestion for graphing the results, with recommendations for plotting force against distance and field strength against distance. The conversation emphasizes the importance of using the correct charge for accurate calculations and the need for proper data representation in graphs.
MMCS
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I have completed the force column in the table however I am not sure what the question is asking me for the field strength calculation. am i to use the 25μC charge or the 8μC charge in the formula 1/4∏ε x Q/r^2, this may be obvious to someone with more experience of these questions,

Thanks
 

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Use the 8μC charge, as that's the charge producing the field that the 25μC charge experiences as per the wording of the problem.
 
Thanks mate.
I have calculated the force for the 1mm distance to be 1.8x10^6
so for field strength i have used (1.8x10^6)/8μC = 2.25x10^11
Does that answer look about right?
 
MMCS said:
Thanks mate.
I have calculated the force for the 1mm distance to be 1.8x10^6
so for field strength i have used (1.8x10^6)/8μC = 2.25x10^11
Does that answer look about right?

Nope. You should have divided by 25μC thus leaving the 8μC charge in the calculation.
 
For the table a graph is required, what values do you think they want? would it be force against field strength or would distance be used against another?
 
MMCS said:
For the table a graph is required, what values do you think they want? would it be force against field strength or would distance be used against another?

At a guess I'd say two graphs would be appropriate: force vs distance and field strength vs distance. With clever axis labeling you might plot both on the same graph...
 
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