Calculating voltage between two points....

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The discussion focuses on calculating voltage between two points using Kirchhoff's voltage laws and the concept of breaking voltages into parts. The user attempts to find the voltage values V(e<-d) and V(e<-a) but realizes their answers are incorrect based on provided solutions. They seek clarification on the mistakes made in their calculations and the reasoning behind the correct expression for Vc<-e. The conversation highlights the importance of accurately applying Kirchhoff's laws and understanding voltage breakdown in circuit analysis. Overall, the thread emphasizes the need for precise calculations in electrical engineering problems.
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Homework Statement


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Homework Equations


The voltage between any two points due to the field from a point charge q is:
2rcvhok.png

Kirchoff's voltage laws, which states that the total voltage around a closed loop must be zero, i.e.:
KVL.gif

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The Attempt at a Solution


To find V(e<-d) I used Kirchoff's Voltage Law:
oaoeg7.png

To find V(e<-a) I used the fact that you can break voltages into parts:
21dhfh5.jpg


But I know my answers are wrong b/c this is what the solutions say:
657ebn.png


My question is, what is wrong with the way I'm calculating V(e<-d) and V(e<-a)?
 
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How did you get the expression for Vc<-e?
The detour via c is unnecessary.

The expression for Vc<-a is wrong as well, and I guess it is wrong for the same reason.
 

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