Electronics and Communication Engineering - Exam Questions Papers - Discussion

Discussion Forum : Exam Questions Papers - Exam Paper 1 (Q.No. 1)
1.
In the following non planar graph number of independent loop equations are
8
12
7
5
Answer: Option
Explanation:

Number of independent loop equations are given by,

L = B - N + 1

where L : No. of loop equations

B : No. of branches = 12

N : No. of nodes = 8

L = 12 - 8 + 1 = 5.

Discussion:
12 comments Page 1 of 2.

Sesanathan s said:   1 decade ago
Need to theoretical explain.

Jadhav sachin ramchandra said:   1 decade ago
Explain all the terms why the answer is five?

JITEN said:   1 decade ago
Explain please.

Saravana said:   1 decade ago
I don't know which is node and branches so explain thus concept.

Amarjeet said:   10 years ago
Node:

A point or junction where two or more circuit's elements (resistor, capacitor, inductor etc) meet is called Node.

Branch:

That part or section of circuit which locate between two junctions is called branch. In branch, one or more elements can be connected and they have two terminals.

Loop:

A closed path in circuit where more than two meshes can be occurred is called loop i.e. there may be many meshes in a loop, but a mesh does not contain on one loop.

Mesh:

A closed loop which contains no other loop within it or a path which does not contain on other paths is called Mesh.
(1)

Jayasudha said:   10 years ago
This answer explanation is good and also say some different concept.

Achu said:   8 years ago
Can anyone explain what is meant by planar and non planar graph?

Lakshmi durga said:   8 years ago
Planar graph that can be drawn without edges that intersects within a plane.

Non planar graph that cannot be drawn without edges that intersects within a plane.

Nikhil kumar said:   7 years ago
How the number of branches is 12, can anybody explain?

MOHAN said:   7 years ago
No of lines connected between 2 points or nodes having minimum of one element (r, l, c).


Post your comments here:

Your comments will be displayed after verification.