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Spanning trees have a special class of depth-first search trees named _________

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Spanning trees have a special class of depth-first search trees named _________

(a) Euclidean minimum spanning trees

(b) Tremaux trees

(c) Complete bipartite graphs

(d) Decision trees

This question was addressed to me in homework.

Question is taken from Spanning Trees topic in division Trees of Discrete Mathematics

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Right choice is (b) Tremaux trees

Explanation: A tremaux tree of an undirected graph G is a spanning tree of G which is rooted at one of its vertices with the property that every two adjacent vertices in G are related to each other as an ancestor and descendant in the tree.

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