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The common network of bus topology is a network where clients are connected through cables called a bus. You can learn more about this at the Wikipedia. Once on the website, type "Bus network" into the search field at the top of the page and press enter to bring up the information.
Ease of operation Reliability Low Cost
mesh
Even the smallest LAN technically has a backbone, which could be any of the 4 basic topology types. Any time you need to connect various routers, switches, etc., together you connect them via a backbone cable. A backbone may have its own topology as well,such as a serial bus, parallel, distributed, or collapsed backbone. These topologies do not exactly mirror topologies for a LAN or a WAN.
Linear bus topology
Linear bus topology is the easiest; there is practically no configuration to worry about except the wiring.
A linear bus topology is a straight line (linear) topology which wires devices in a straight, sequential fashion (like daisy-chaining). It is characterized by a very simple and easy way to create a LAN but has problems with breaks in any of the cables in the topology. This linear bus topology does not require a central connectivity device such as a hub, switch, or router.
There are two basic categories of network topologies Physical topologies Logical topologies The shape of the cabling layout used to link devices is called the physical topology of the network. Logical topology is the way the signals act in the network In BUS topology you have "THE LINEAR BUS" and "THE DISTRIBUTED BUS" IN the LINEAR bus all the nodes of the network are connected to a common transmission medium which has 2 end points where as in the DISTRIBUTED, all the nodes are connected to a common transmission medium which has more than 2 end points.
Bus topology is the most popular topology. Justify.
Yes, peer to peer can be implemented in linear bus topology.
Bus Topology.
bus topology
Bus topology is extended via the use of repeaters.
bus topology
Four collision domains are present Two broadcast domains are present.
bus topology, ring topology