A connected graph is a graph where there exists at least a path joining every pair of the
vertices in the graph, and a graph is called simple if that graph containing no loops nor …

Given n vertices and m edges, there are a lot of graphs that can be constructed, either con-
nected or disconnected, simple or not simple. A graph is called connected if there is at least …

Given a graph with n points and m lines. If each vertex is labeled, then it can be constructed
many graphs, connected, or disconnected graphs. A graph G is called a connected graph if …

Given n vertices and m edges, m≥ 1, and for every vertex is given a label, there are lots of
graphs that can be obtained. The graphs obtained may be simple or not simple, connected …

A labeled graph is a graph where each vertex or edge is given a value or label. A line/edge
with the same starting and ending vertex is called a loop. If given n vertices and m edges …

If for every pair of vertices in a graph G (V, E) there exist minimum one path joining them,
then G is called connected, otherwise the graph is called disconnected. If n vertices and m …

A graph that is connected G (V, E) is a graph in which there is at least one path connecting
every two vertices in G; otherwise, it is called a disconnected graph. Labels or values can be …

Graf dinotasikan sebagai G=(V, E) dengan V≠ himpunan kosong menyatakan himpunan
titik dan E sebagai himpunan sisi. Diberikan n titik dan m garis maka dapat ditentukan …

If there exist two vertices on a given graph that are not connected by a path, then we call that
graph is disconnected. Given a graph with n vertices and m edges, then a lot of graphs can …

If given a graph G (V, E) with n vertices and m edges many graphs can be constructed. The
graphs constructed maybe connected graphs (there exists at least one path connecting …