There are 13 branches in a complicated network and nearly 8 nodes. How many equations are required to solve the circuit in node-voltage method?(a) 7(b) 13(c) 5(d) 6This question was addressed to me in class test.My enquiry is from The Node-Voltage Method and Dependent Sources and Some Special Cases topic in section Techniques of Circuit Analysis of Electric Circuits

There are 13 branches in a complicated network and nearly 8 nodes. How

1.	There are 13 branches in a complicated network and nearly 8 nodes. How many equations are required to solve the circuit in node-voltage method?(a) 7(b) 13(c) 5(d) 6This question was addressed to me in class test.My enquiry is from The Node-Voltage Method and Dependent Sources and Some Special Cases topic in section Techniques of Circuit Analysis of Electric Circuits
Answer» Right option is (a) 7 Easy explanation: Branches NUMBER is not required in this METHOD. Only nodes number is required.

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