Work of Electric Field Problem, can't find mistake

AI Thread Summary
The discussion focuses on solving a physics problem related to calculating the work done in assembling four charges. The user initially struggles with part D of the problem, specifically how to compute the total work using the formula W=qV. After sharing their calculations for the x and y components and the electric potential, they consider whether to calculate the potential energy for each charge separately. A suggestion is made to use the formula V=kQ/R for each charge in relation to a reference point, allowing for the addition of the potentials based on charge signs to find the total work. The conversation emphasizes the importance of correctly applying formulas and considering the contributions of each charge.
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Homework Statement



I posted the question on cramster at
http://answerboard.cramster.com/physics- ...
so you could see the picture.



Homework Equations



W = qV = kq1q2 / r

The Attempt at a Solution



I figure out A, B, and C, (which are the x component, y component, and the electric potential, but I can't figure out how to do part D, (which is the work to asseble the four charges). Please help! I tried to you W=qV, but that didn't work.

My Answers were
A) was 24.4
B) was 77.96
C) was 2.719x10^3

Work done in assembling +6 uF and -6uF is zero

Total work =kq1q2/r=9*10^9*8.2*16.4*10^-12/(47sin(60

Total work =2.97*10^-2 J
 
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The link was

http://answerboard.cramster.com/physics-topic-5-189871-0.aspx

sorry
 
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Wait, should I calculate each PE separately and then add them together? Would there be 6 different PEs?
 
Figured it out...
 
Upon brief inspection, What I would do is use the formula V= kQ/R for each point in relation to P. Then you can add these based on the sign of the charge to solve for W=qV. Give that a try.
 
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