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The effective resistance between points A and C for the network shown figure is A. `(2)/(3)R`B. `(3)/(2)R`C. 2RD. `(1)/(2R)` |
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Answer» Correct Answer - A As `R_(AB)=R_(AO)` and `R_(BC)=R_(OC)`, so points O and B will be at same potential and hence, resistance `R_(OB)` becomes ineffective. Similarly, as `R_(AO)=R_(AD)` and `R_(OC)=R_(DC)`, resistance `R_(OD)` bcomes ineffective. So, excluding `R_(BO)` and `R_(OD)`, equivalent resistance `R_(eq)` of the given network between points A and C will be given by, `(1)/(R_(eq))=(1)/(2R)+(1)/(2R)+(1)/(2R)` i.e., `R_(eq)=(2)/(3)R` |
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