Multiple choice Current through Bulb A

AI Thread Summary
The discussion revolves around solving a circuit problem involving a current divider and the effects of parallel paths on current flow. The user initially struggled with applying Kirchhoff's rules due to the given current from the battery instead of voltage. It was clarified that in parallel circuits, the voltage remains constant, and the path with less resistance (Path A) allows for more current compared to the split in Path B-C. Understanding the concept of current dividers is crucial for solving the problem effectively. Ultimately, multiple methods can lead to the same solution, including calculating equivalent resistance and individual currents.
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Homework Statement



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Homework Equations





The Attempt at a Solution



First I originally tried using kichhoff's rules, but didn't get far.

What is throwing me off is they are giving me the current of the battery instead of the voltage. Since I know circuits in parallels all have the same voltage, I don't really know what to do.
 
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Are you familiar with a current divider? Which path do you think allows more current--through A or through B-C?
 
the path through A allows for current, since the path through B-C gets split up into two small currents.
 
Both paths allow for current. Path A allows for more current because it has less resistance. Knowing this you can solve the multiple choice question by process of elimination.

Knowing what a current divider is and how to use is helpful: http://physics.eou.edu/courses/phys_223/sg2/node6.html

If you want to solve another way, find the equivalent resistance [edit-- oops no resistance specified. So assume 1Ω per bulb. You will get a resulting voltage], then find the voltage, then find the individual currents. All three of these paths lead to the same answer.
 
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