00:01
Oh, the resistance r is given as 200 ohm and the capacitance c is given as 2 into 10 to the power of minus 4 farad and the inductance l is given as 0 .300 henry and the voltage that is v naught is given as 80 volts.
00:22
So as the frequency is in resonant angular frequency, so omega can be calculated as 1 by root over lc.
00:30
So here omega can be calculated as 1 by root over l which is 0 .3 into c which is 2 into 10 to the power of minus 4.
00:42
So here the answer comes to be 129 .099 and on rounding of the answer comes to be 129 .1 rad per second.
00:57
So as the omega is calculated, the inductive resistance can be calculated as omega l.
01:03
So here the omega is 129 .1, so 129 .1 into l which is 0 .3.
01:11
So here the answer comes to be 38 .73 ohm and the capacitive resistance can be calculated as 1 by omega c.
01:22
So 1 by omega, omega is 129 .1 into c which is 2 into 10 to the power of minus 4.
01:31
So here also the answer comes to be 38 .73 ohm.
01:36
So the impedance needs to be calculated for finding the current.
01:40
So impedance is equals to resistance square plus of inductive reactance minus of capacitive resistance whole square.
01:49
So here inductive reactance minus capacitive reactance is 0.
01:55
So only r square is calculated...