The combined resistance R of two resistors `R_(1) and R_(2) " where " R_(1), R_(2) gt 0` is given by `(1)/(R) = (1)/(R_(1)) + (1)/(R_(2))` If `R_(1) + R_(2) = C` (constant), show that the maximum reistance R is obtained by chossing `R_(1) = R_(2)`A. `R_(1)=R_(2)`B. `R_(1)=2R_(2)`C. `R_(2)=2R_(1)`D. `R_(2)=CR_(1)`

The combined resistance R of two resistors `R_(1) and R_(2) " where "

1.	The combined resistance R of two resistors `R_(1) and R_(2) " where " R_(1), R_(2) gt 0` is given by `(1)/(R) = (1)/(R_(1)) + (1)/(R_(2))` If `R_(1) + R_(2) = C` (constant), show that the maximum reistance R is obtained by chossing `R_(1) = R_(2)`A. `R_(1)=R_(2)`B. `R_(1)=2R_(2)`C. `R_(2)=2R_(1)`D. `R_(2)=CR_(1)`
Answer» Correct Answer - A

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