A pure resistive circuit element `X` when connected peak current of `5 A` which is in phase with the voltage. A second circuit element `Y`, when connected to the same `AC` supply also gives the same value of peak current but the current lags behind by `90^(@)`. If the series combination of `X` and `Y` is connected to the same supply, what will be the rms value of current ?

A pure resistive circuit element X when connected to an ac supply of peak voltage 200 V gives a peak current of 5 A which is in phase with the voltage. A second circuit element Y, when connected to the same ac supply also gives the same value of peak current but the current lags behind by 90^(@) . If the series combination of X and Y is connected to the same suply, what will be the rms value of current?

A pure resistive circuit element X when connected to an ac supply of peak voltage 200 V gives a peak current of 5 A which is in phase with the voltage. A second circuit element Y, when connected to the same ac supply also gives the same value of peak current but the current lags behind by 90^(@) . If the series combination of X and Y is connected to the same suply, what will be the rms value of current?

A pure resistive circuit element X when connected to an ac supply of peak voltage 400 V gives a peak current of 5 A which is in phase with the voltage. A second circuit element Y, when connected to the same ac supply also gives the same value of peak current but the current lags behind by 90^(@) . If the series combination of X and Y is connected to the same suply, what will be the rms value of current?

A pure resistive circuit element X when connected to an sinusoidal AC supply peak voltage 200 V gives a peak current of 5A which is in phase with the voltage. A second circuit element Y , when connected to the same AC supply also gives the same value of peak currrent but the current lags behind by 90^(0) . If the series combination of X and Y is connected to the same supply. the rms value of current is

A pure resistive circuit element X when connected to an sinusoidal AC supply peak voltage 200 V gives a peak current of 5A which is in phase with the voltage. A second circuit element Y , when connected to the same AC supply also gives the same value of peak currrent but the current lags behind by 90^(0) . If the series combination of X and Y is connected to the same supply. the rms value of current is

A pure resistive circuit element 'x' when connected to an A.C supply of peak voltage 100 V gives a peak current of 4 A which is in phase with the voltage. A second circuit element 'y' when connected to the same AC supply also gives the same value of peak current but the current lags behind by 90^(@) . If the series combination to of 'x' and 'y' is connected to the same supply. R.M.S value of current is

A pure resistive circuit element X when connected to an a.c. supply of peak voltage 200V gives a peak current of 5A. A second current element Y when connected to same a.c. supply gives the same value of peak current but the current lags behind by 90^@ . If series combination of X and Y is connected to the same supply, what is the impedance of the circuit.

A pure resistive circuit element X when connected to an a.c. supply of peak voltage 200 V gives a peak current of 5 A . A second current element Y when connected to same a.c. supply gives the same value of peak current but the current lags behind by 90^(@) . If series combination of X and Y is connected to the same supply, what is the impedance of the circuit ?

A 100 Omega resistor is connected to a 220 V. 50 Hz ac supply. What is the rms value of current in the circuit ?

A 100 Omega resistor is connected to a 220 V, 50 Hz ac supply. What is the rms value of current in the circuit?