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CodeChef Starters 179 | Problem 4- Can you Reach??? | #Codechef #starters179codechef #leetcode #code

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🚀 Welcome to Code Answers! In this video, I solve the Can You Reach? problem from the latest CodeChef contest with an optimized approach.
🏔 Problem Overview:
A mountain range consists of N peaks with specific height properties. Each person at a peak can only move to an adjacent peak, but they cannot revisit a height they have already passed through.
Goal: Find the total number of friendships, where two people can reach a common mountain.
💡 Topics Covered:
✅ Graph Traversal (DFS/BFS) for Connected Components
✅ Union-Find (Disjoint Set Union) for Efficient Grouping
✅ Handling Large Constraints Efficiently
📌 Why This Solution?
We model the problem as a graph traversal problem, efficiently counting the number of connected groups.
We utilize disjoint set union (DSU) or DFS to determine friendships.
The solution is optimized to handle large constraints (N ≤ 2 × 10⁵).
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📌 Hashtags:
#CodeChef #CompetitiveProgramming #CanYouReach #GraphAlgorithms #DSU #CodeAnswers #CP #Coding
🏔 Problem Overview:
A mountain range consists of N peaks with specific height properties. Each person at a peak can only move to an adjacent peak, but they cannot revisit a height they have already passed through.
Goal: Find the total number of friendships, where two people can reach a common mountain.
💡 Topics Covered:
✅ Graph Traversal (DFS/BFS) for Connected Components
✅ Union-Find (Disjoint Set Union) for Efficient Grouping
✅ Handling Large Constraints Efficiently
📌 Why This Solution?
We model the problem as a graph traversal problem, efficiently counting the number of connected groups.
We utilize disjoint set union (DSU) or DFS to determine friendships.
The solution is optimized to handle large constraints (N ≤ 2 × 10⁵).
🔔 Subscribe for More Competitive Programming Solutions!
📢 Follow for more:
📌 Hashtags:
#CodeChef #CompetitiveProgramming #CanYouReach #GraphAlgorithms #DSU #CodeAnswers #CP #Coding
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