A connected graph with 25 vertices contains 31 edges. Without knowing which particular graph this is, what is the smallest and largest possible number of edges you can remove to get a spanning tree?...


A connected graph with 25 vertices contains 31 edges. Without knowing which particular graph this is, what is the smallest and largest possible number of edges you<br>can remove to get a spanning tree?<br>Smallest number of edges to remove:<br>Largest number of edges to remove:<br>

Extracted text: A connected graph with 25 vertices contains 31 edges. Without knowing which particular graph this is, what is the smallest and largest possible number of edges you can remove to get a spanning tree? Smallest number of edges to remove: Largest number of edges to remove:

Jun 05, 2022
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