How many non-isomorphic trees are there on 5 vertices?

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1. How many non-isomorphic trees are there on 5 vertices?

This question asks for the count of distinct tree structures (non-isomorphic trees) that can be formed using 5 vertices. In graph theory, trees are connected graphs with no cycles, and non-isomorphic means that no trees can be transformed into one another by rearranging their vertices. Understanding these concepts is crucial for studying graph theory and its applications.
Transcribed Image Text:1. How many non-isomorphic trees are there on 5 vertices? This question asks for the count of distinct tree structures (non-isomorphic trees) that can be formed using 5 vertices. In graph theory, trees are connected graphs with no cycles, and non-isomorphic means that no trees can be transformed into one another by rearranging their vertices. Understanding these concepts is crucial for studying graph theory and its applications.
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