prove or disprove the statement suppose that u v are the only vertices of odd degree in a simple

Name: prove or disprove the statement suppose that u v are the only vertices of odd degree in a simple graph g then g contains a path between u and v 63973
Uploaded: 2023-07-25T13:39:43-08:00
Duration: 1 min 57 s
Channel: Sri K
Description: prove or disprove the statement suppose that u v are the only vertices of odd degree in a simple graph g then g contains a path between u and v 63973

Question

Maitreya E · Accepted Answer

1. If a graph has an Eulerian circuit, then all vertices have even degree.

Question

Prove or disprove the statement: Suppose that u, v are the only vertices of odd degree in a simple graph G. Then, G contains a path between u and v.

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