High in the given problem here. This is a series R. L. C. Circuit. First of all there is a resistance then there is an in doctor called and then at last there is a capacitor all joined in serious combination in the circuit and then there this is the source of alternating will teach like to eat the terminals martin as a and be and see and be here. The value of arms potential applied is 414 fold. The value of resistance is 250. Or Self independence is 0.00 Henry and capacitance is 2.2 Micro. The addict. Now in the first part of the problem we have to find resonating angular frequency which is given by the expression. Only the note is equal to one by and the root L into C. So plugging in holland values here. This for me or not will be given by One divided by the square root of self independence which is zero wind 800 Multiplied by capacities which is 2.2 into 10 for -6 which comes out to be one by 1.33 Into 10 dish part -3 Radiant per second. And finally answer for the first part of the problem is approximately 750 radiant for a second. Which is the answer for the first part of the problem. No. In the second part of the problem we have to draw a phaser diagram for the situation. So to draw the fees er diagram, we showed the army's potential top taking place across resistor long X axis and that a gross in doctor he's shown a long positive Y axis and that across capacity is shown along negative Y axis. So here this is we are, this is the L and this is we see no first of all we find no up to you reactant which may be equal to capacity reluctance also. And that will be given by the expression for Megan would help for the inductive RIA tense. This expression will be but actually it will be valid for ecstasy also because there is resonance in the circuit. So when we put the values for omega not this is 750 radiant, But second multiplied by 0.800 Henry. So This value comes out to be approximately 600 home. So both of these reactions is are having the same value and the impedance of the circuit will be simply equal to resistance only because Excel physical to ecstasy and that is given by eggs l minus ecstasy to the whole square class R. Squared. So as Excel cancel out ecstasy. So the remaining ingredients will be equal to resistance only. No. In the 3rd part of the problem we have to find the potential drops across various dominance given. So first of all we have to find B. B. And here. If you look into the circuit, we may be means they have to find potential drop taking place across injector. The means we take that will be given by. I'll be into Exactly for I. D. It will be equal to the armies divided by net resistance, which is equal to our own me into exile. So for Vietnamese, this is 440 world for artists is 254 multiplied by exile Which is 600 so this we a B comes out to be Approximately 1.1 kilo volt one sir. First answer for the third part of the problem and the same third part of the problem we have to find we Bc also and that BBC is actually equal to be Yeah, this V A. B is equal to we are as this is the resistance and this is the conductance practices the capacity. So for a disease. Not really. This is we are. So this is ivy into well means this is 440 into 2 40. Multiplied by, divided by 2 50 multiplied by again to 50. So finally, actually this really is equal to the total potential applied because all the potential applied is is dropped across the resistance. Only more work here. We also we will have to change that is our again saying this. So this is equal to be A. D. Equal to 444 to only now for BBC this is equal to be means I. D. Into Exactly for I. B. Again, this is 440. Divided by 2 15, multiplied vibe. It's a. Which is 600. And this time it will come out to be Equal to 1.1 kg vote. Second answer for the third part of the problem. Then in the same third part of the problem, we have to find V. C. D. Also which is nothing but equal too busy. And that will be equal to as it is equal to I've been to as a ecstasy and X equals to each other. So this we C. T. Will also be equal to 1.1 global. The turn answer For the 3rd part of this problem. And now we have to find we A. We have to find BBg. And if you look at the sweet VD from here to here, this will be the L. E minus species. And as both of them are equal. So yes, we Bdb equal to be a minus B. C. Means this is zero, Which is the answer. 4th answer for the third part of this problem? No. In the 5th part of the problem, in the 4th part of the problem, if you are is replaced by under the resistance those values 125 homes, they have to find a change taking place In the resonating frequency. But as this f not is given by one x 2 by in Dental C. There is no role of resistance in the circuit hands. This frequency will be insane. As 750 radiant percent and angular frequency. North to frequency. Thank you know, frequency. Well, we've been seeing no in this case. In the last part will provide the current army's current passing through the circuit. So that will be given by the army's divided by art. The army is 440 World Pakistan. The current is 125 so I RMS now comes out to be 3.5 to m. B. A, Which is the answer for the third, which is the 5th and the last part of this problem. Thank you.