# Status Problem video Level Completes Likes
169

Dynamic Programming - Coin Change Problem

Medium % 1
168

Dynamic Programming - Minimum Cost Path Problem

Medium % 1
167

Generate Well Ordered Passwords of a Given Length K

Medium % 0
166

All N Length Strings from Given String of Length K

Medium % 0
165

Generate all combinations of length N

Hard % 0
163

Dynamic Programming - Maximum size square sub-matrix with all 1s

Medium % 1
161

The Word Break Problem

Hard % 0
160

Dynamic Programming - Longest Increasing Subsequence

Medium % 1
159

Solve the Knight's Tour with Backtracking

Hard % 0
158

Backtracking - Search a Word In a Matrix

Hard % 0
157

Backtracking - N Queens Problem - Better Solution

Hard % 0
156

Backtracking - N Queens Problem

Hard % 0
149

Backtracking - Rat In A Maze Puzzle

Hard % 0
148

Solve Sudoku Puzzles with Backtracking

Hard % 0
146

Dynamic Programming - Stairs Climbing Puzzle

Beginner % 1
145

Dynamic Programming - Minimum Coin Change Problem

Medium % 1
143

Merge K Sorted Arrays

Hard % 0
141

Find the Single Occurrence Element in an Array (Odd One Out)

Beginner % 1
140

Rearrange Array Elements (A[i] = i) | In-place Approach

Medium % 0

Dynamic Programming - Coin Change Problem

Dynamic Programming - Minimum Cost Path Problem

Generate Well Ordered Passwords of a Given Length K

All N Length Strings from Given String of Length K

Generate all combinations of length N

Dynamic Programming - Maximum size square sub-matrix with all 1s

The Word Break Problem

Dynamic Programming - Longest Increasing Subsequence

Solve the Knight's Tour with Backtracking

Backtracking - Search a Word In a Matrix

Backtracking - N Queens Problem - Better Solution

Backtracking - N Queens Problem

Backtracking - Rat In A Maze Puzzle

Solve Sudoku Puzzles with Backtracking

Dynamic Programming - Stairs Climbing Puzzle

Dynamic Programming - Minimum Coin Change Problem

Merge K Sorted Arrays

Find the Single Occurrence Element in an Array (Odd One Out)

Rearrange Array Elements (A[i] = i) | In-place Approach