Loading...
Loading...
Loading Curriculum...
Loading Subject...
Loading Topic...
Loading Lesson...
Loading Lab...
Given a set of courses and their prerequisites, determine if you can finish all of them. This is a classic Topological Sort problem: if the prerequisite graph contains a cycle, completion is impossible.
We use a queue-based approach to iteratively process courses with zero incoming edges (no remaining prerequisites).
If we finish the process and some courses remain unvisited, it means there's a circular dependency (e.g., A needs B, B needs A).