## Is Ethernet a star or bus?

The two possible topologies for Ethernet are bus and star. The bus is the simplest (and the traditional) topology. Standard Ethernet (10BASE5) and Thin Ethernet (10BASE2), both based on coax cable systems, use the bus.

## Is Ethernet a logical topology?

The Ethernet operates on a logical bus topology. All the components on the network share the same medium and are detected based on the MAC address. Due to the shared component, the multiple components transfer at the time of data collisions.

**Which topology is used in Gigabit Ethernet?**

All Gigabit Ethernet variants use a star topology. 1000BASE-X variants use 8b/10b PCS encoding. Initially, half-duplex mode was included in the standard but has since been abandoned.

**Which LAN topology is a hybrid topology?**

Star-‐Ring and Star-‐Bus networks are most common examples of hybrid network. These are two examples of hybrid topology: Star-‐Bus: The star bus topology is combined with the linear bus in large networks. In such cases the linear bus provides a backbone that connects multiple stars.

### Why bus topology is used in Ethernet?

In Bus Topology used in computer networks, all the computers are connected through a single cable. Usually Ethernet cable is used for Bus Topology. In this topology, the information intended for the last node has to pass through all the computers present in the network.

### What is an Ethernet bus?

The Ethernet interface is a cable bus which runs over copper or fiber. The copper interfaces use either a coax line or differential twisted pairs, while the fiber runs use fiber-optic cables. The Ethernet network is defined by IEEE 802.3.

**Which topology is used in Ethernet Mcq?**

It uses a physical star topology.

**What is Ethernet ring topology?**

The Ring Topology: In a ring network each Ethernet switch is connected to two other switches forming a ring. This provides two benefits: Each switch has a redundant connection (link) into the network. The cabling infrastructure is more cost effective than using an aggregation switch at a central location.

#### Which one is a hybrid network?

A hybrid network is any computer network that uses more than one type of connecting technology or topology. For example, a home network that uses both Wi-Fi and Ethernet cables to connect computers is a hybrid.

#### What is hybrid network?

Hybrid networking refers to the combination of two or more communications standards that work together to form one network design. For example, the combination of wireless networking with wired networking which together deliver a single overall solution.

**What is an Ethernet bus network?**

A bus topology connects computers along a single or more cable to connect linearly as figure 1. A network that uses a bus topology is referred to as a “bus network” which was the original form of Ethernet networks. Ethernet 10Base2 (also known as thinnet) is used for bus topology.

**What is finite complement topology?**

The finite complement topology is the coarsest T1-topology on a given set. Title finite complement topology Canonical name FiniteComplementTopology Date of creation 2013-03-22 14:37:54

## What are the path components of a finite topological space?

It follows that the path components of a finite topological space are precisely the (weakly) connected components of the associated graph Γ. That is, there is a topological path from x to y if and only if there is an undirected path between the corresponding vertices of Γ.

## Is this topology discrete or trivial?

This topology is both discrete and trivial, although in some ways it is better to think of it as a discrete space since it shares more properties with the family of finite discrete spaces. For any topological space X there is a unique continuous function from ∅ to X, namely the empty function.

**How many inequivalent topologies are there on a two-point set?**

So, in fact, there are only three inequivalent topologies on a two-point set: the trivial one, the discrete one, and the Sierpiński topology. The specialization preorder on the Sierpiński space { a, b } with { b } open is given by: a ≤ a, b ≤ b, and a ≤ b .