Question

Suppose v is Isolated vertex in a Graph, then the degree of v is ​

Answer 1

Answer:

Step-by-step explanation:

Ans is 0

Answer 2

Suppose v is isolated vertex in a graph, then the degree of v is 0.

Explanation:

• Graph consists of vertices and edges and it is denoted as G=(V,E).
• The point on the graph is called vertex and the connection of the vertices are called edges.
• The number of edges is the degree of edges.
• The vertex that has no connection between them and to the other vertex are called isolated vertex and the degree of the vertex is zero.
• The isolated vertex has no edges and hence, the degree of the vertex is zero.