Resistor network and 2 voltage sources, help sought

AI Thread Summary
The discussion focuses on calculating the current in a resistor network with two voltage sources, specifically between nodes a and e. The circuit includes a 1.00 kΩ resistor and a 250 V source, leading to a current flow of 0.05 A from a to e. Participants express confusion over values obtained in a referenced solution, particularly the calculations for I1 and I2. The conversation suggests simplifying the circuit by finding the equivalent resistance of parallel resistors to clarify the solution. Ultimately, understanding the equivalent resistance is key to solving the problem accurately.
Ashley Shaw
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Hi Ashley Shaw. http://img96.imageshack.us/img96/5725/red5e5etimes5e5e45e5e25.gif

Your original thread title of "Physics: Electromagnetism HELP!" was hardly applicable. :eek:

You've found a solution to this exact question. You can see they redrew the circuit, replacing two parallel resistors by a single resistor equivalent to those two in parallel.
 
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Ashley Shaw said:
[Mentor note: thread title reworded]

R = 1.00 k and = 250 V in Figure P28.25, determine the direction and magnitude of the current in the horizontal wire between a and e.
http://www.webassign.net/pse/p28-23.gif
I found a solution online (http://web.mit.edu/course/8/8.02-esg/Spring03/www/8.02pset6sol.pdf) 28.23 and don't understand how they got 1.71, 2.71, or 3.71 and solved for I1 or I2.

Current flows from node a to e and the magnitude of that current is 0.05A.
 
Ashley Shaw said:
don't understand how they got 1.71, 2.71, or 3.71 and solved for I1 or I2.

Hints..

Work out what the equivalent resistance is of a 4 Ohm in parallel with a 3Ohm.

Then with reference to the reduced circuit...

2.71R = 1.71R + R

3.71R = 1.71R + 2R
 
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