Practice Question-1 (BFS)
Duration: 1 min
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This instructional segment addresses a specific GATE 2008 examination problem concerning Breadth First Search traversal order. The core task involves determining the correct sequence of node visits within a graph structure containing vertices labeled M, N, O, P, Q, and R. The instructor systematically evaluates four multiple-choice options provided on the screen: (A) MNOPQR, (B) NQMPOR, (C) QMNPRO, and (D) QMNPOR. Through logical deduction based on queue mechanics, the presenter eliminates incorrect sequences to identify the valid traversal path for the given graph topology.
Chapters
0:00 – 1:28 00:00-01:28
The video segment covers a GATE 2008 computer science examination question focusing on the Breadth First Search algorithm. The core problem involves determining a valid node visiting sequence within a specific graph structure when the BFS implementation utilizes a queue data structure. The instructor systematically evaluates four distinct multiple-choice options provided on screen to identify the correct traversal order for the given network topology.
This lesson segment resolves student doubts regarding the practical application of Breadth First Search traversal logic on undirected graphs. It clarifies how queue operations dictate the order of node discovery and processing during traversal. Students often confuse BFS with Depth First Search or misinterpret adjacency list ordering within complex network topologies. This specific problem demonstrates the elimination method where invalid sequences are discarded based on immediate neighbor availability and queue state. The final selection of option (D) confirms the correct queue behavior for the depicted graph structure involving vertices M through R. This content is essential for understanding algorithmic complexity and traversal patterns in competitive programming contexts like the GATE exam. It provides a clear example of how theoretical concepts translate into specific multiple-choice problem solving strategies for engineering entrance examinations.