00:01
Hi, here in this given problem rlc circuit series circuit the value of resistance this is given as 9 .9 kilo ohm or we can say this is 9 .9 multiplied by 10 to the power 3 ohm.
00:23
Capacitance this is 0 .15 micro farad and inductance 25 milli henry.
00:35
Rms voltage provided by the generator that is 115 volt and it is at a frequency of 60 .0 hertz.
00:52
So, inductive reactance means opposition offered in the path of alternating current by the inductor coil that is known as inductive reactance xl that will be given by 2 pi f l means this is 2 times of 3 .14 multiplied by frequency 60 hertz multiplied by self inductance 25 milli henry or 25 multiplied by 10 to the power minus 3.
01:25
So, this inductive reactance is calculated to be equal to 9 .42 ohm and capacitive reactance opposition offered by the capacitor xc that will be given by 1 by 2 pi fc.
01:49
So, this is 1 by 2 times of 3 .14 multiplied by frequency again and capacitance 0 .15 micro farad or into 10 to the power minus 6 farad.
02:06
So, this capacitive reactance is calculated to be equal to 17 .7 multiplied by 10 to the power 3 ohm.
02:16
So, impedance of this circuit net opposition z that will be given by vector sum of net reactance xc minus xl and resistance plugging in the known values here for xc 17 .7 multiplied by 10 to the power 3 minus xl just 9 .42...