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Which of the following is false in the case of a spanning tree of a graph G?

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Which of the following is false in the case of a spanning tree of a graph G?

(a) It is tree that spans G

(b) It is a subgraph of the G

(c) It includes every vertex of the G

(d) It can be either cyclic or acyclic

This question was addressed to me in final exam.

My query is from Minimum Spanning Tree in chapter Minimum Spanning Tree of Data Structures & Algorithms II

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Correct option is (d) It can be either cyclic or acyclic

Explanation: A graph can have many spanning trees. Each spanning tree of a graph G is a subgraph of the graph G, and spanning trees include every vertex of the gram. Spanning trees are always acyclic.

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