Consider a connected graph G with at least 4 edges that has all distinct edge weights. Which of the following properties must be true of a Minimum Spanning Tree (MST) of G? I. The MST must contain the...


Consider a connected graph G with at least 4 edges that has all distinct edge<br>weights. Which of the following properties must be true of a Minimum Spanning Tree<br>(MST) of G?<br>I. The MST must contain the shortest edge of G.<br>II. The MST must contain the second-shortest edge of G.<br>III. The MST can never contain the longest edge of G.<br>None<br>I Only<br>I and II Only<br>I and III Only<br>O1, II, and III<br>

Extracted text: Consider a connected graph G with at least 4 edges that has all distinct edge weights. Which of the following properties must be true of a Minimum Spanning Tree (MST) of G? I. The MST must contain the shortest edge of G. II. The MST must contain the second-shortest edge of G. III. The MST can never contain the longest edge of G. None I Only I and II Only I and III Only O1, II, and III

Jun 04, 2022
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