answersLogoWhite

0

What is the conclusion of topology?

Updated: 4/28/2022
User Avatar

Wiki User

14y ago

Best Answer

it is the physical & logical arringment is called topology

User Avatar

Wiki User

14y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: What is the conclusion of topology?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

What is the conclusion of network topology?

The conclusion of network topology is to ensure that the system is working as required. Topology refers to the physical wiring process in a network.


What topology is a passive topology?

Ring topology is the passive topology in computer networks


What is physical layout of nodes on a network that is known as a network's?

Topology


What are the five types of network topology?

1.bus topology, 2.ring topology, 3.mesh topology, 4.star topology, 5.hybrid topology


What are the types of hybrid network?

Ring Topology, Mesh Topology, Bus Topology, Star Topology


What are some topologies?

star topology,bus topology,ring topology,mesh topology etc...


What is the logical topology for mesh topology?

topology is function of x..........then the family of x belong to topology


How many principal network topologies?

1mesh topology 2 star topology 3bus topology 4ring topology 5tree topology


Which topology has no termination?

Ring Topology How to run Ring topology


Bus topology is the most popular topology justify?

Bus topology is the most popular topology. Justify.


What are the types of topology?

whatarethetypeoftopology Network topology is a layout which shows that how a connectivity communicates and the flow takes place in a network. types of topology are 1. BUS topology,2. Star topology,3. ring topology.


What is the arrangement of computer on the network?

The arrangement of computers on a network is called topology. It describes how the individual computers are connected to each other and to the network.examples of topology are Star topology, ring topology, mesh topology, bus topology.