When an a.c. voltage is applied across series combination of a resista

1.	When an a.c. voltage is applied across series combination of a resistance R and an inductor of inductance 2 milli Henry, the phase difference between current and applied voltage is π6 radian. When same a.c. voltage is applied across series combination of same resistance and a condenser of capacity , 5μ F the phase difference between current and applied voltage is π3 radian. The value of R is
Answer» When an a.c. voltage is applied across series combination of a resistance R and an inductor of inductance 2 milli Henry, the phase difference between current and applied voltage is $\frac{π}{6}$ radian. When same a.c. voltage is applied across series combination of same resistance and a condenser of capacity , $5 μ F$ the phase difference between current and applied voltage is $\frac{π}{3}$ radian. The value of R is

When an a.c. voltage is applied across series combination of a resistance R and an inductor of inductance 2 milli Henry, the phase difference between current and applied voltage is π6 radian. When same a.c. voltage is applied across series combination of same resistance and a condenser of capacity , 5μ F the phase difference between current and applied voltage is π3 radian. The value of R is

Answer»

When an a.c. voltage is applied across series combination of a resistance R and an inductor of

inductance 2 milli Henry, the phase difference between current and applied voltage is $\frac{π}{6}$ radian.

When same a.c. voltage is applied across series combination of same resistance and a condenser of

capacity , $5 μ F$ the phase difference between current and applied voltage is $\frac{π}{3}$ radian. The value of

R is

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