Data-Driven Approach for Maximum Interview Success
This guide organizes coding interview topics by Return on Investment (ROI) and Learning Difficulty based on comprehensive analysis of interview frequency and success rates. Study in the order presented for maximum efficiency.
- Frequency: 12-25% of interviews
- Learning Time: 5-15 hours to competency
- Success Impact: High - directly improves interview performance
- Examples: Arrays & Hashing, Two Pointers, BFS
- Frequency: 6-12% of interviews
- Learning Time: 10-25 hours to competency
- Success Impact: Medium - important but more specialized
- Examples: Binary Search, Heap, Dynamic Programming
- Frequency: 2-6% of interviews
- Learning Time: 15-40+ hours to competency
- Success Impact: Low - very specialized, high difficulty
- Examples: Trie, Union Find, Advanced Greedy
- Data Recency: Based on 2023-2024 interview patterns, may shift over time
- Company Variation: ROI may vary significantly by company size, type, and role level
- Individual Differences: Learning speeds and prior experience affect time investments
- Sample Bias: Data skewed toward tech companies and software engineering roles
- Subjective Elements: Success impact ratings based on community consensus
Why High ROI: Fundamental building blocks, appears in 20-25% of interviews, essential for all other patterns.
Master array manipulation and hash table operations - the foundation of most coding interview problems.
- Contains Duplicate (Easy) LeetCode [NeetCode-150]
- Time: 10-15 min | Pattern: Hash set for duplicates
- Valid Anagram (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Character frequency counting
- Two Sum (Easy) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 15-20 min | Pattern: Hash map lookup
- Group Anagrams (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Hash map with sorted keys
- Top K Frequent Elements (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Frequency counting + sorting
- Product of Array Except Self (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Prefix/suffix arrays
- Valid Sudoku (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Hash set validation
- Longest Consecutive Sequence (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Hash set for O(n) sequence finding
π Practice More Arrays & Hashing (6 Additional Problems)
- Encode And Decode Strings (Medium) LeetCode [NeetCode-150]
- First Non-repeating Character (Easy) LeetCode [Coding-Patterns]
- Largest Unique Number (Easy) LeetCode [Coding-Patterns]
- Maximum Number of Balloons (Easy) LeetCode [Coding-Patterns]
- Longest Palindrome (Easy) LeetCode [Coding-Patterns]
- Ransom Note (Easy) LeetCode [Coding-Patterns]
- Hash map for O(1) lookups
- Frequency counting with hash maps
- Array prefix/suffix techniques
- Set operations for duplicates
Why High ROI: Appears in 15-20% of interviews, quick to master, builds foundation for other techniques.
Use two pointers moving towards each other or in the same direction to solve array/string problems efficiently.
- Valid Palindrome (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Opposite direction pointers
- Two Sum II - Input Array Is Sorted (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Opposite direction pointers
- 3Sum (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Fixed + moving pointers
- Container With Most Water (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Greedy two pointers
- Trapping Rain Water (Hard) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: Advanced two pointers
π Practice More Two Pointers (8 Additional Problems)
- Opposite direction pointers (palindrome, two sum)
- Same direction pointers (remove duplicates)
- Fast & slow pointers (cycle detection)
Why High ROI: 10-15% of interviews, excellent for string/array optimization problems.
Maintain a window of elements and slide it to find optimal solutions without recalculating from scratch.
- Best Time to Buy and Sell Stock (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Simple sliding window
- Longest Substring Without Repeating Characters (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Variable window with hash set
- Longest Repeating Character Replacement (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Variable window with frequency count
- Permutation in String (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Fixed window with frequency matching
- Minimum Window Substring (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Advanced variable window
π Practice More Sliding Window (7 Additional Problems)
- Maximum Sum Subarray of Size K (Easy) [Coding-Patterns]
- Find All Anagrams in a String (Medium) LeetCode [Coding-Patterns]
- Fruit Into Baskets (Medium) LeetCode [Coding-Patterns]
- Longest Substring with K Distinct Characters (Medium) [Coding-Patterns]
- Smallest Subarray with Given Sum (Easy) [Coding-Patterns]
- Sliding Window Maximum (Hard) LeetCode [NeetCode-150]
- Longest Subarray with Ones after Replacement (Hard) LeetCode [Coding-Patterns]
- Fixed-size window
- Variable-size window
- Window with character frequency tracking
Why High ROI: Appears in 12-15% of interviews, essential for parsing and monotonic problems.
Use LIFO (stack) and FIFO (queue) data structures to solve parsing, matching, and ordering problems.
- Valid Parentheses (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Stack for matching pairs
- Min Stack (Easy) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Auxiliary stack for min tracking
- Evaluate Reverse Polish Notation (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Stack for expression evaluation
- Daily Temperatures (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Monotonic stack
- Largest Rectangle in Histogram (Hard) LeetCode [NeetCode-150]
- Time: 35-40 min | Pattern: Advanced monotonic stack
π Practice More Stack & Queue (2 Additional Problems)
- Stack for matching and parsing
- Monotonic stack for next greater/smaller
- Queue for level-order processing
- Design problems with stacks
Why High ROI: Fundamental for tree/graph problems, appears in 12-18% of interviews.
Explore nodes level by level using a queue. Essential for shortest path and level-order problems.
- Binary Tree Level Order Traversal (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Basic level-order traversal
- Maximum Depth of Binary Tree (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: BFS depth counting
- Number of Islands (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Grid BFS
- Rotting Oranges (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Multi-source BFS
- Course Schedule (Medium) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: Topological sort with BFS
π Practice More BFS (10 Additional Problems)
- Minimum Depth of Binary Tree (Easy) LeetCode [Coding-Patterns]
- Average of Levels in Binary Tree (Easy) LeetCode [Coding-Patterns]
- Binary Tree Level Order Traversal II (Medium) LeetCode [Coding-Patterns]
- Binary Tree Zigzag Level Order Traversal (Medium) LeetCode [Coding-Patterns]
- Binary Tree Right Side View (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Populating Next Right Pointers in Each Node (Medium) LeetCode [Coding-Patterns]
- Level-order traversal
- Shortest path in unweighted graphs
- Multi-source BFS
Why High ROI: Core technique for trees/graphs, backtracking foundation. 15-25% of interviews.
Explore as far as possible along each branch before backtracking. Essential for tree traversals and path problems.
- Invert Binary Tree (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Tree transformation
- Validate Binary Search Tree (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Tree validation with bounds
- Diameter of Binary Tree (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Tree metrics calculation
- Course Schedule (Medium) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: Cycle detection in directed graph
- Binary Tree Maximum Path Sum (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Advanced tree path problems
π Practice More DFS (15 Additional Problems)
- Same Tree (Easy) LeetCode [NeetCode-150]
- Path Sum (Easy) LeetCode [Coding-Patterns]
- Subtree of Another Tree (Easy) LeetCode [NeetCode-150]
- Balanced Binary Tree (Easy) LeetCode [NeetCode-150]
- Kth Smallest Element in a BST (Medium) LeetCode [NeetCode-150]
- Construct Binary Tree from Preorder and Inorder Traversal (Medium) LeetCode [NeetCode-150]
- Path Sum II (Medium) LeetCode [Coding-Patterns]
- Path Sum III (Medium) LeetCode
- Sum Root to Leaf Numbers (Medium) LeetCode [Coding-Patterns]
- Lowest Common Ancestor of a Binary Tree (Medium) LeetCode [NeetCode-150]
- House Robber III (Medium) LeetCode [NeetCode-150]
- Serialize and Deserialize Binary Tree (Hard) LeetCode [NeetCode-150]
- Tree traversals (preorder, inorder, postorder)
- Path sum problems
- Graph cycle detection
- Topological sorting
Why High ROI: Appears in 8-12% of interviews, but critical for senior roles and complex problem-solving.
Systematically explore all possible solutions by building candidates incrementally and abandoning those that cannot lead to a valid solution.
- Subsets (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Generate all combinations
- Permutations (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Generate all arrangements
- Combination Sum (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Target sum with reuse
- Word Search (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Grid backtracking
- Generate Parentheses (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Constraint-based generation
- N-Queens (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Constraint satisfaction
π Practice More Backtracking (6 Additional Problems)
- Subsets II (Medium) LeetCode [NeetCode-150]
- Combination Sum II (Medium) LeetCode [NeetCode-150]
- Palindrome Partitioning (Medium) LeetCode [NeetCode-150]
- Letter Combinations of a Phone Number (Medium) LeetCode [NeetCode-150]
- Sudoku Solver (Hard) LeetCode [Coding-Patterns]
- Word Search II (Hard) LeetCode [NeetCode-150]
- Generate all combinations/permutations
- Constraint satisfaction problems
- Path finding with constraints
- Decision tree exploration
-
Arrays & Hashing - Easy to Learn β Foundation
- Master hash map operations
- Solve 6+ essential problems
- Understand frequency counting patterns
-
Two Pointers - Easy to Learn β Foundation
- Master basic two-pointer technique
- Solve 5+ essential problems
- Understand fast/slow pointer variation
-
Sliding Window - Easy to Learn β Foundation
- Master fixed and variable window techniques
- Solve 5+ essential problems
- Handle character frequency tracking
-
Stack & Queue - Easy to Learn β Foundation
- Master stack operations and parsing
- Solve 5+ essential problems
- Understand monotonic stack patterns
-
Breadth-First Search - Easy to Learn β Foundation
- Master level-order traversal
- Solve tree and graph BFS problems
- Understand multi-source BFS
-
Depth-First Search - Medium Difficulty π₯ Advanced
- Master tree DFS patterns
- Solve graph DFS problems
- Understand topological sorting
-
Backtracking - High Difficulty π₯ Advanced
- Master decision tree exploration
- Solve constraint satisfaction problems
- Handle complex state management
Focus ONLY on Easy + High ROI topics:
- Arrays & Hashing (2-3 days) - 8 core problems
- Two Pointers (2-3 days) - 5 core problems
- Sliding Window (2-3 days) - 5 core problems
- Stack & Queue (1-2 days) - 5 core problems
- Breadth-First Search (2-3 days) - 5 core problems
Expected Outcome: Cover 45-60% of common interview patterns
Complete all High ROI topics:
- Week 1: Arrays & Hashing + Two Pointers
- Week 2: Sliding Window + Stack & Queue
- Week 3: Breadth-First Search + Basic DFS
- Week 4: Advanced DFS + Backtracking fundamentals
Expected Outcome: Cover 70-85% of interview patterns
Add Medium ROI topics after mastering High ROI:
- Month 1: All High ROI topics (complete mastery)
- Month 2: Binary Search + Heap + Intervals
- Month 3+: Dynamic Programming + Linked Lists + Low ROI topics
- Focus on depth over breadth
- Practice system design integration
Continue to Medium ROI section after mastering these High ROI topics...
πͺ MEDIUM ROI - Study These Third
Why Medium ROI: Appears in 8-12% of interviews, but essential for optimization problems.
Efficiently search sorted arrays or search spaces by repeatedly dividing the problem in half.
- Binary Search (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Classic binary search
- Search in Rotated Sorted Array (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Modified binary search
- Find Minimum in Rotated Sorted Array (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Find pivot in rotated array
- Koko Eating Bananas (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Binary search on answer
- Median of Two Sorted Arrays (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Advanced binary search
π Practice More Binary Search (10 Additional Problems)
- Search a 2D Matrix (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time Based Key-Value Store (Medium) LeetCode [NeetCode-150]
- Find First and Last Position of Element in Sorted Array (Medium) LeetCode [Coding-Patterns]
- Search in Rotated Sorted Array II (Medium) LeetCode [Coding-Patterns]
- Find Peak Element (Medium) LeetCode [Coding-Patterns]
- Capacity To Ship Packages Within D Days (Medium) LeetCode [Coding-Patterns]
- Minimum Number of Days to Make m Bouquets (Medium) LeetCode [Coding-Patterns]
- Sqrt(x) (Easy) LeetCode [NeetCode-150]
- Pow(x, n) (Medium) LeetCode [NeetCode-150]
- Search Bitonic Array (Medium) LeetCode [Coding-Patterns]
- Classic binary search on sorted arrays
- Binary search on rotated arrays
- Binary search on answer (optimization problems)
- 2D matrix search
Why Medium ROI: 6-10% of interviews, crucial for priority-based problems and top-K scenarios.
Use heap data structure to efficiently maintain ordered elements and solve priority-based problems.
- Kth Largest Element in a Stream (Easy) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Min heap for top K
- Last Stone Weight (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Max heap simulation
- K Closest Points to Origin (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Min heap with custom comparator
- Top K Frequent Elements (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Frequency counting + heap
- Find Median from Data Stream (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Two heaps (max + min)
π Practice More Heap (2 Additional Problems)
- Top K elements
- Two heaps (median finding)
- K-way merge
- Priority scheduling
Why Medium ROI: Appears in 8-12% of interviews, essential for scheduling and time-based problems.
Work with time intervals, ranges, and overlapping periods to solve scheduling, merging, and optimization problems.
- Merge Intervals (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Sort and merge overlapping intervals
- Insert Interval (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Insert and merge in sorted intervals
- Non Overlapping Intervals (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Greedy interval scheduling
- Meeting Rooms (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Check for overlapping intervals
- Meeting Rooms II (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Minimum rooms needed
π Practice More Intervals (3 Additional Problems)
- Intervals Intersection (Medium) LeetCode [Coding-Patterns]
- Maximum CPU Load (Hard) GeeksforGeeks [Coding-Patterns]
- Employee Free Time (Hard) LeetCode [Coding-Patterns]
- Sort intervals by start time
- Merge overlapping intervals
- Greedy scheduling algorithms
- Priority queue for interval management
Why Medium ROI: Appears in 6-10% of interviews, specialized but efficient pattern for array problems.
Sort arrays containing numbers in a given range by placing each number at its correct index position.
- Missing Number (Easy) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 15-20 min | Pattern: Cyclic sort to find missing
- Find the Duplicate Number (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 20-25 min | Pattern: Cyclic sort or Floyd's algorithm
- Find All Numbers Disappeared in an Array (Easy) LeetCode [Coding-Patterns]
- Time: 20-25 min | Pattern: Mark visited indices
- Find All Duplicates in an Array (Medium) LeetCode [Coding-Patterns]
- Time: 20-25 min | Pattern: Mark visited with negation
- First Missing Positive (Hard) LeetCode [Coding-Patterns]
- Time: 30-35 min | Pattern: Cyclic sort with constraints
π Practice More Cyclic Sort (4 Additional Problems)
- Cyclic Sort (Easy) GeeksforGeeks [Coding-Patterns]
- Find the Corrupt Pair (Easy) TheCodingSimplified [Coding-Patterns]
- Find the First K Missing Positive Numbers (Hard) TheCodingSimplified [Coding-Patterns]
- Smallest Missing Positive Number (Medium) LeetCode [Coding-Patterns]
- Place elements at correct indices
- Use array indices as hash map
- Mark visited elements
- Handle duplicates and missing numbers
Why Medium ROI: Appears in 5-8% of interviews, important for merge operations and priority queues.
Merge multiple sorted arrays or lists using heap/priority queue for efficient sorting.
- Merge k Sorted Lists (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Min heap for k-way merge
- Kth Smallest Element in a Sorted Matrix (Medium) LeetCode [Coding-Patterns]
- Time: 25-30 min | Pattern: Min heap with matrix traversal
- Smallest Range Covering Elements from K Lists (Hard) LeetCode [Coding-Patterns]
- Time: 35-40 min | Pattern: Min heap with range tracking
π Practice More K-way Merge (3 Additional Problems)
- Kth Smallest Number in M Sorted Lists (Medium) GeeksforGeeks [Coding-Patterns]
- K Pairs with Largest Sums (Medium) LeetCode [Coding-Patterns]
- Merge Sorted Array (Easy) LeetCode [NeetCode-150]
- Min heap for k-way merge
- Priority queue with custom comparators
- Merge multiple sorted sequences
- Kth element in merged result
Why Medium ROI: 10-15% of interviews, but high difficulty makes it lower ROI for time-constrained prep.
Break down complex problems into simpler subproblems and store results to avoid redundant calculations.
- Climbing Stairs (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Basic 1-D DP
- House Robber (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Decision-based DP
- Coin Change (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Unbounded knapsack
- Unique Paths (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: 2-D grid DP
- Longest Common Subsequence (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: 2-D string DP
π Practice More Dynamic Programming (8 Additional Problems)
- House Robber II (Medium) LeetCode [NeetCode-150]
- Longest Increasing Subsequence (Medium) LeetCode [NeetCode-150]
- Word Break (Medium) LeetCode [NeetCode-150]
- Decode Ways (Medium) LeetCode [NeetCode-150]
- Edit Distance (Hard) LeetCode [NeetCode-150]
- Partition Equal Subset Sum (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- 0/1 Knapsack (Medium) GeeksforGeeks [Coding-Patterns]
- Target Sum (Medium) LeetCode [NeetCode-150]
- 1-D DP (linear problems)
- 2-D DP (grid/string problems)
- Knapsack variations
- State machine DP
Why Medium ROI: 6-10% of interviews, fundamental data structure with many variations.
Master linked list manipulation, pointer techniques, and common operations for dynamic data structures.
- Reverse Linked List (Easy) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 15-20 min | Pattern: Iterative pointer reversal
- Merge Two Sorted Lists (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Two-pointer merging
- Linked List Cycle (Easy) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 15-20 min | Pattern: Fast & slow pointers
- Remove Nth Node From End of List (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Two-pointer with gap
- Reorder List (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Find middle + reverse + merge
- Add Two Numbers (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Digit-by-digit addition with carry
- Copy List With Random Pointer (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Hash map for node mapping
π Practice More Linked Lists (8 Additional Problems)
- Reverse Linked List II (Medium) LeetCode [Coding-Patterns]
- Reverse Nodes in k-Group (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Rotate List (Medium) LeetCode [Coding-Patterns]
- Palindrome Linked List (Easy) LeetCode [Coding-Patterns]
- Merge k Sorted Lists (Hard) LeetCode [NeetCode-150]
- LRU Cache (Medium) LeetCode [NeetCode-150]
- Linked List Cycle II (Medium) LeetCode [Coding-Patterns]
- Middle of the Linked List (Easy) LeetCode [Coding-Patterns]
- Pointer manipulation and reversal
- Two-pointer techniques (fast/slow, gap)
- Dummy node usage for edge cases
- Hash map for complex node relationships
Why Low ROI: 3-5% of interviews, quick to master but rarely appears.
- Single Number (Easy) LeetCode [NeetCode-150]
- Number of 1 Bits (Easy) LeetCode [NeetCode-150]
- Counting Bits (Easy) LeetCode [NeetCode-150]
- Missing Number (Easy) LeetCode [NeetCode-150]
- Reverse Bits (Easy) LeetCode [NeetCode-150]
- XOR for finding unique elements
- Bit masking and manipulation
- Power of 2 operations
Why Low ROI: 2-4% of interviews, specialized use cases.
- Implement Trie (Prefix Tree) (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Design Add and Search Words Data Structure (Medium) LeetCode [NeetCode-150]
- Word Search II (Hard) LeetCode [NeetCode-150]
- Prefix matching
- Auto-complete systems
- Word games and puzzles
Why Low ROI: 2-3% of interviews, very specialized.
- Number of Connected Components in an Undirected Graph (Medium) LeetCode [NeetCode-150]
- Redundant Connection (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Connected components
- Cycle detection in undirected graphs
- Dynamic connectivity
Why Low ROI: 3-5% of interviews, specialized mathematical problems.
Solve problems involving mathematical calculations, geometric operations, and matrix manipulations.
- Rotate Image (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Matrix rotation in-place
- Spiral Matrix (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Matrix traversal with boundaries
- Set Matrix Zeroes (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Matrix modification with space optimization
- Plus One (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Array arithmetic with carry
- Multiply Strings (Medium) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: String arithmetic simulation
π Practice More Math & Geometry (3 Additional Problems)
- Matrix manipulation and traversal
- Mathematical simulation
- Geometric calculations
- Number theory problems
Why Low ROI: 2-4% of interviews, very specialized graph algorithms.
Advanced graph algorithms including shortest paths, minimum spanning trees, and complex graph traversals.
- Network Delay Time (Medium) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: Dijkstra's shortest path
- Min Cost to Connect All Points (Medium) LeetCode [NeetCode-150]
- Time: 30-35 min | Pattern: Minimum spanning tree (Prim's)
- Cheapest Flights Within K Stops (Medium) LeetCode [NeetCode-150]
- Time: 35-40 min | Pattern: Modified Dijkstra with constraints
π Practice More Advanced Graphs (3 Additional Problems)
- Dijkstra's algorithm
- Minimum spanning tree (Prim's/Kruskal's)
- Bellman-Ford algorithm
- Advanced graph traversal
Why Low ROI: 2-3% of interviews, specialized for dependency problems.
Order vertices in a directed acyclic graph such that for every directed edge, the source comes before the destination.
- Course Schedule (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Cycle detection with topological sort
- Course Schedule II (Medium) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 25-30 min | Pattern: Topological ordering
- Alien Dictionary (Hard) LeetCode [Coding-Patterns, NeetCode-150]
- Time: 35-40 min | Pattern: Build graph from constraints
π Practice More Topological Sort (5 Additional Problems)
- Kahn's algorithm (BFS-based)
- DFS-based topological sort
- Cycle detection in directed graphs
- Dependency resolution
Why Low ROI: 4-6% of interviews, often covered in other topics.
Advanced string processing, pattern matching, and text manipulation algorithms.
- Longest Palindromic Substring (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Expand around centers
- Palindromic Substrings (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Count palindromes
- Valid Palindrome II (Easy) LeetCode [Coding-Patterns]
- Time: 20-25 min | Pattern: Palindrome with one deletion
- Implement strStr() (Easy) LeetCode [Coding-Patterns]
- Time: 20-25 min | Pattern: String matching (KMP)
π Practice More String Manipulation (4 Additional Problems)
- Palindrome detection and expansion
- String parsing and validation
- Pattern matching algorithms
- Text processing and manipulation
Why Low ROI: 4-6% of interviews, but high difficulty and problem-specific nature makes it low ROI.
Make locally optimal choices at each step to find a global optimum.
- Maximum Subarray (Easy) LeetCode [NeetCode-150]
- Time: 15-20 min | Pattern: Kadane's algorithm
- Jump Game (Medium) LeetCode [NeetCode-150]
- Time: 20-25 min | Pattern: Greedy reachability
- Jump Game II (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Greedy minimum jumps
- Gas Station (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Greedy circular array
- Hand of Straights (Medium) LeetCode [NeetCode-150]
- Time: 25-30 min | Pattern: Greedy grouping
π Practice More Greedy (8 Additional Problems)
- Valid Parenthesis String (Medium) LeetCode [NeetCode-150]
- Partition Labels (Medium) LeetCode [NeetCode-150]
- Merge Triplets to Form Target Triplet (Medium) LeetCode [NeetCode-150]
- Valid Palindrome II (Easy) LeetCode [Coding-Patterns]
- Maximum Length of Pair Chain (Medium) LeetCode [Coding-Patterns]
- Minimum Add to Make Parentheses Valid (Medium) LeetCode [Coding-Patterns]
- Remove Duplicate Letters (Medium) LeetCode [Coding-Patterns]
- Largest Palindromic Number (Medium) LeetCode [Coding-Patterns]
- Local optimal choices leading to global optimum
- Interval scheduling and activity selection
- Greedy choice property
- Optimization problems
- Arrays & Hashing (Easy) - 8/8 problems completed
- Two Pointers (Easy) - 5/5 problems completed
- Sliding Window (Easy) - 5/5 problems completed
- Stack & Queue (Easy) - 5/5 problems completed
- Breadth-First Search (Easy) - 5/5 problems completed
- Depth-First Search (Medium) - 5/5 problems completed
- Backtracking (High) - 6/6 problems completed
High ROI Completion: /7 topics (_%)
- Binary Search (Easy) - 5/5 problems completed
- Heap (Medium) - 5/5 problems completed
- Intervals (Medium) - 5/5 problems completed
- Cyclic Sort (Easy) - 5/5 problems completed
- K-way Merge (Medium) - 3/3 problems completed
- Dynamic Programming (High) - 5/5 problems completed
Medium ROI Completion: /6 topics (_%)
- Linked Lists (Medium) - 7/7 problems completed
- Bit Manipulation (Easy) - 5/5 problems completed
- Trie (Medium) - 3/3 problems completed
- Union Find (Medium) - 2/2 problems completed
- Math & Geometry (Medium) - 5/5 problems completed
- Advanced Graphs (High) - 3/3 problems completed
- Topological Sort (Medium) - 3/3 problems completed
- String Manipulation (Easy) - 4/4 problems completed
- Greedy (High) - 5/5 problems completed
Low ROI Completion: /9 topics (_%)
Goal: Cover highest-impact topics only
- Days 1-3: Arrays & Hashing + Two Pointers (8+5 core problems)
- Days 4-6: Sliding Window + Stack & Queue (5+5 core problems)
- Days 7-10: BFS basics (5 core problems)
- Expected Coverage: 50-65% of interview patterns
- Success Rate: Good for junior/mid-level positions
Goal: Master all high ROI topics
- Week 1: Arrays & Hashing + Two Pointers (complete)
- Week 2: Sliding Window + Stack & Queue (complete)
- Week 3: BFS + DFS basics
- Week 4: Advanced DFS + Backtracking fundamentals
- Expected Coverage: 75-85% of interview patterns
- Success Rate: Good for most positions
Goal: Complete mastery including medium and low ROI
- Month 1: All High ROI topics (complete mastery)
- Month 2: Binary Search + Heap + Intervals + Cyclic Sort + K-way Merge
- Month 3: Dynamic Programming + Linked Lists
- Month 4+: All Low ROI topics for 100% coverage
- Expected Coverage: 95-100% of interview patterns
- Success Rate: Excellent for senior positions and FAANG
Beginner β Intermediate:
- Complete all High ROI Easy topics (Arrays, Two Pointers, Sliding Window, Stack & Queue, BFS)
- Solve 25+ problems across these topics
- Can recognize patterns quickly
Intermediate β Advanced:
- Complete all High ROI topics including DFS and Backtracking
- Solve 40+ problems across High ROI topics
- Can solve medium problems independently
Advanced β Expert:
- Complete High + Medium ROI topics
- Solve 60+ problems across all covered topics
- Can tackle hard problems and optimize solutions
This guide consolidates content from:
- Coding Interview Patterns (28 patterns) - Comprehensive pattern-based approach
- NeetCode-150 (18 categories) - Curated problem selection
- AlgoMonster ROI Analysis - Data-driven prioritization
Methodology: Problems were consolidated across sources, duplicates removed, and organized by ROI data to create the most efficient study path possible.
- LeetCode - Primary practice platform
- NeetCode YouTube - Video explanations
- AlgoMonster - Pattern-based learning
- Educative.io - Interactive courses
Remember: Focus on understanding patterns over memorizing solutions. The ROI-based approach ensures you're studying the most impactful topics first. Consistency beats intensity - study regularly and track your progress!
Good luck with your interviews! π