Problem
COM-B1-M09-P004 Path and Cycle
#4
★☆☆☆☆ Level 1 of 5
Find the degree sums of a path on \(6\) vertices and a cycle on \(6\) vertices.
The path has \(5\) edges, the cycle has \(6\) edges.
A path on \(6\) vertices has \(5\) edges, so its degree sum is \(10\). A cycle on \(6\) vertices has \(6\) edges, so its degree sum is \(12\).
Reinforces the link between edges and degrees.