Question: Graph Algorithms: 3. A Unicycle Problem sts in an undirected graph if and only if a BPS of that graph has a cross-edge. (**) Your
Graph Algorithms:

3. A Unicycle Problem sts in an undirected graph if and only if a BPS of that graph has a cross-edge. (**) Your proof may use the following facts from graph theory There exists a unique path between any two vertices of a tree. . Adding any edge to a tree creates a unique cycle. 3. A Unicycle Problem sts in an undirected graph if and only if a BPS of that graph has a cross-edge. (**) Your proof may use the following facts from graph theory There exists a unique path between any two vertices of a tree. . Adding any edge to a tree creates a unique cycle
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