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If you have circuit that contains resistors in parallel, what would be the advantage of finding their equivalent resistance when performing circuit analysis? So that you can easily find the current through the resistors using a single Ohm's Law calculation. So that you can alter the circuit and reduce the number of resistors used. So that you don't have to write a bunch of KCL & KVL equations to find their individual resistances. So that you can apply a current divider expression to find the voltage across each resistor.

If you have circuit that contains resistors in parallel, what would be the advantage of finding their equivalent resistance when performing circuit analysis? So that you can easily find the current through the resistors using a single Ohm's Law calculation. So that you can alter the circuit and reduce the number of resistors used. So that you don't have to write a bunch of KCL & KVL equations to find their individual resistances. So that you can apply a current divider expression to find the voltage across each resistor.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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If you have a circuit that contains resistors in parallel, what would be the advantage of finding their equivalent resistance when performing circuit analysis? - So that you can easily find the current through the resistors using a single Ohm's Law calculation. - So that you can alter the circuit and reduce the number of resistors used. - So that you don't have to write a bunch of KCL & KVL equations to find their individual resistances. - So that you can apply a current divider expression to find the voltage across each resistor.
Transcribed Image Text:If you have a circuit that contains resistors in parallel, what would be the advantage of finding their equivalent resistance when performing circuit analysis? - So that you can easily find the current through the resistors using a single Ohm's Law calculation. - So that you can alter the circuit and reduce the number of resistors used. - So that you don't have to write a bunch of KCL & KVL equations to find their individual resistances. - So that you can apply a current divider expression to find the voltage across each resistor.
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