Web Reference: Sep 8, 2025 · The problem can be solved using a greedy approach. The idea is that whenever multiple activities overlap, we should pick the one that finishes earliest, because finishing sooner leaves the most room to schedule upcoming activities. In this article, we discussed the activity selection problem and understood the algorithm to solve the problem using the greedy approach and its code implementation. Learn how to solve the activity selection problem and the minimum spanning tree problem using greedy algorithms. See examples, proofs, and pseudocode for each algorithm.
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Greedy Algorithms | Set 1 (Activity Selection Problem) | GeeksforGeeks Details
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Celebrity Activity Selection Problem using Greedy Method | DSA Interview Questions | Code with Scaler Net Worth
Activity Selection Problem using Greedy Method | DSA Interview Questions | Code with Scaler
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Activity Selection Problem Explained | Greedy Algorithms
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Activity Selection Problem using Greedy Method | Maximum Disjoint Intervals | DSA-One Course #96
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Interval Scheduling ( Greedy Algorithm ) - Algorithms
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Greedy Algorithm | Activity Selection Problem - step by step guide
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Interval Scheduling Maximization (Proof w/ Exchange Argument)

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