Need help finishing Physics Problem, almost have answer.?

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Homework Help Overview

The problem involves calculating the forces between charges placed at the corners of a square, specifically with two positive and two negative charges. The original poster attempts to determine the magnitude and direction of the forces acting on each charge.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the calculations of forces between charges, questioning the correctness of the values and units used. There is an exploration of the signs and magnitudes of the forces, as well as a clarification on the units of charge.

Discussion Status

Participants are actively engaging in verifying calculations and clarifying units. Some guidance has been offered regarding potential errors in the calculations and the interpretation of charge units, but no consensus has been reached on the final answer.

Contextual Notes

There is a mention of confusion regarding the units of charge, with a distinction between milliCoulombs and microCoulombs being discussed. The original poster's calculations appear to have discrepancies that are still under review.

Frogger Man
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Two Q = +5.85 mC charges are placed at opposite corners of a square d = 1.2 m on each side, and -Q = -5.85 mC charges are placed at the remaining corners, as shown in the figure.

I labeled the square A, B, C, D from top left to bottem left.

Fba = k • QA • QB / dBA2
Fca = k • QA • QC / dCA2
Fda = k • QA • QD / dDA2

Fba= -.21365
Fca= .10683
Fda= -.21365

I used the pythagorean therum to find Fba+Fda, and got .302, and then i subracted .10683 from that, but that was not the correct answer.

Any suggestions?
 
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What are you asked to find?
 
Yea, probably should have put that in,

Determine the magnitude and direction of the force on each charge.
 
Frogger Man said:
Fba= -.21365
Fca= .10683
Fda= -.21365
What units are these in?
 
They should be in Newtons
 
Redo the calculations. (You are off by orders of magnitude.)
 
Fba = k • QA • QB / dBA2
Fba = (8.99*10^9 • (5.85)*10^-6 • (-5.85)*10^-6) / 1.2^2
Fba = (-.30766) / (1.44)
Fba = -.21365

Are my numbers off, or just my sign, or both?
 
Ah... you're using mC to mean microCoulombs. (Better to use [itex]\mu C[/itex].) In that case, the numbers look OK to me.
 
I think you might be right, it should be milli. I will try that.
 
  • #10
I got it, 195872.2698.

Thanks for your help.
 

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