Basics of Network Theory (Solved Problem 4)

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Network Theory: Basics of Network Theory (Solved Problem 4)
Topics discussed:
1) The solution of GATE-1997 (EE) Network Theory problem on Nodal Analysis.
2) ECE-2006 (EE) Network Theory problem on Nodal Analysis as the homework problem.

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Axol x Alex Skrindo - You [NCS Release]

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Option b(using nodal analysis), by solving two eqns we get, v1=1190 and v2=1160: v1-v2=30v.

nagamahendrareddybogala
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Solved problem 4? More like "I bet these videos are some of the best for" studying for the GATE exam! Thanks again for making and sharing such amazing resources.

PunmasterSTP
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Sir please upload videos on communication and thanks you so much sir. Your lectures helping me a lot. And your ways of teaching are so good . May god bless you sir🙏❣️

ayushthapliyal
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if we apply super position theorem we will get 56 amp and 50 amp through 5 ohm resistor in opposite direction so resultant current through 5 ohm resistor is 6 amp
the voltage across the 5 ohm resistor is 5 x 6 =30 volts

venkateshmamidi
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I=132/22 (Voltage transform)
I=6A =>v=6×5=30v

lucifer-zoys
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by method of source transformation we can find easily it is 30V.

HimmatSingh-jujk
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consider all currents are leaving from nodes v1 and v2,
on applying nodal analysis at those nodes;
-176+v1/7+(v1-v2)/5=0
and
-110+(v2-v1)/5+v2/10=0
solve those two equations you get v1=1190 and v2=1160;
so, answer is 30V

vamsikrishnakurakula
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for homework, problem apply source transformation then KVL, will get 30V

exmuslim
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Sir please upload at least one video daily please

shubhamv
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sir why u didn't consider 6ohms resistance ...while calculating E in Method-1

hanishgopi
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just convert the current src to voltage src and thus we get 132v with a 22 ohm resistor, so current would be 6A, thus resistor 5ohm would have 5x6=30volts across it.

ksanoop
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Use source transformation option B is the answer 30v

avunooritagore
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Sir why the problem 4 cannot be solved by mesh analysis?

surajkantsharma
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Why we can't consider 6 ohm resistor when we are calculating the total voltage in first method

vishalkunyal