Question

In a complex network of resistors, if the current entering a specific junction is 10 amps and 4 amps go down one path, how many amps must be moving through the other available path?

Accepted Answer

You have 6 amps moving through the other path. This works because of a rule called Kirchhoff&#x27;s Current Law, which simply means that electricity cannot disappear or pile up at a junction. Think of a junction like a fork in a water pipe: if 10 gallons of water flow in, 10 gallons must flow out of the available branches. Since 4 amps took one turn, the remaining 6 amps have to take the other turn to keep the total flow the same.

In a complex network of resistors, if the current entering a specific junction is 10 amps and 4 amps go down one path, how many amps must be moving through the other available path?

You have 6 amps moving through the other path. This works because of a rule called Kirchhoff's Current Law, which simply means t....

Community Answers

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In a complex network of resistors, if the current entering a specific junction is 10 amps and 4 amps go down one path, how many amps must be moving through the other available path?

You have 6 amps moving through the other path. This works because of a rule called Kirchhoff's Current Law, which simply means t....

Community Answers