In a series LCR circuit, voltage applied is `V=3sin(314t+(pi)/(6))` and current from the supply is `l=2sin(315t+(pi)/(3))`. Which of the following is correct ?

A series LCR circuit is connected across a source of emf E = 20 sin (100pit - pi/6) . The current from the supply is I = 4sin (100pit + pi/12) . Draw the impedance triangle for the circuit.

A series LCR circuit is connected across a source of emf E = 20 sin (100pit - pi/6) . The current from the supply is I = 4sin (100pit + pi/12) . Draw the impedance triangle for the circuit.

A series LCR circuit is connected across a source of emf E =10 sin (100 pi l - pi /6) . The current from the supply si l = 2 sin (100 pi l + pi/12) . Draw the impedance triangle for the circuit.

In an AC circuit the voltage applied is E = E_(0) sin omega t . The resulting current in the circuit is I = I_(0) sin (omega t - (pi)/(2)) . The power consumption in the circuit is given by

In an electric circuit the applied alternating emf is given by E = 100 sin (314 t) volt, and current flowing I = sin (314t + pi//3) . Then the impedance of the circuit is (in ohm) -

In an a.c. Circuit the voltage applied is E=E_(0) sin (omega)t . The resulting current in the circuit is I=I_(0)sin((omega)t-(pi/2)) . The power consumption in the circuit is given by

A resistance and inductance are connected in series across a voltage, V=283sin314t The current is found to be 4sin(314t-pi//3) . Find the value of the inductance and resistance.