EXERCISE 5.3.32 (a) Find Io in the network shown below using...

Transcript

00:01 Hello students in this question we have to use thien's theorem to solve the circuit and find i not which is the current in the 1 kiloom register so let us see the diagram first now this is our diagram and we have to find this i not current by using the thievins theorem so we will here our first step is to redraw the circuit by replacing current source the voltage source so here we will replace the current source with the voltage source so our formula is v is equal to i multiplied by r so if we see this 2m .m.

01:00 And 1 kilo -oom we will mix them so we will get a voltage equivalent to 2 million apes multiplied with one kilo ome so it will be two volts so they both can be replaced by a two volt battery and this 4 milanpair and 2 kilo ome register will give a voltage equivalent to 4 milliampia multiplied with 2 kilo ome so it is 8 volts so they can be replaced by a 8 volt battery so if we redraw the circuit we will get it like this here will be a register and this will be 2 volt battery this is 8 volt battery and here is a current source which is 6 millie -amperors and here it is i0 and this is 1 kilo om because we have replaced other register by the voltage and the current source as a voltage so now we have total 8 plus 2 10 volts voltage now the i here if the current goes is i1 and here it is i2 so i2 will be equals to 6mpmps because it is the current source now we will apply v equals to ir as we know the total voltage is 8 plus 2 because they are in series so it will be 10 is equals to i and rest of the range says 1 kilo ome i 1 will be equal to 10 millie amperes so i not will be equal to i 1 plus i 2 so it will be 10 millie ampers plus 6m a ampers which will give us as 16 millie amper so this is i0 so this is what we needed to find using the even's theorem so let us write our our answer to the question is the value of phi naught is equal to 16 millie ampers...

Question

EXERCISE 5.3.32 (a) Find $I_o$ in the network shown below using Thévenin's theorem.

Question

EXERCISE 5.3.32 (a) Find $I_o$ in the network shown below using Thévenin's theorem.

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