Computer Science - Networking - Discussion
Discussion Forum : Networking - Section 5 (Q.No. 14)
14.
A network designer wants to connect 5 routers as point-to-point simplex line. Then the total number of lines required would be
Discussion:
4 comments Page 1 of 1.
Muhammad PV said:
1 decade ago
Here we have the equation
n=n*(n-1)/2
=5*4/2
=10
n=n*(n-1)/2
=5*4/2
=10
Harsh Shah said:
9 years ago
Here, we have the equation.
n = n * (n - 1).
= 5 * 4,
= 20,
Note: The equation n = n * (n - 1)/2 is used when we have a full duplex line. Here we have point to point simplex line.
n = n * (n - 1).
= 5 * 4,
= 20,
Note: The equation n = n * (n - 1)/2 is used when we have a full duplex line. Here we have point to point simplex line.
Shewangizaw Bogale said:
9 years ago
For a point to point simplex line :- total number of Lines = (n^2 - n) / 2.
For a point to point full duplex line :- total number of Lines = n^2 - n.
For a point to point full duplex line :- total number of Lines = n^2 - n.
Rubi... said:
3 years ago
Here, we have the equation.
n = n * (n - 1).
= 5 * 4,
= 20, (For a point-to-point full-duplex line )...
Here we have the equation;
n=n*(n-1)/2.
= 5 * 4/2,
=10 (point-to-point simplex line).
n = n * (n - 1).
= 5 * 4,
= 20, (For a point-to-point full-duplex line )...
Here we have the equation;
n=n*(n-1)/2.
= 5 * 4/2,
=10 (point-to-point simplex line).
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