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Problem solving refine karne wale engineers

Algorithmic thinking shuru karein. Dekhein kaise recursion stack banata hai, real-time me sort hotey dekhein aur finally samjhein ki actual server par Big O matters kyu theek hai.

Sorting algorithms
Recursion & trees
Time complexity

10 is track mein algorithms

01
Medium
🔀 Sorting

Bubble Sort

Adjacent pairs compare karo, bade elements har pass mein bubble up hote hain. Production mein kabhi mat lagana — lekin loop invariants aur boundary conditions samajhne ka ye sabse easy entry point hai.

Time: O(n²)
Space: O(1)
15 min
000
Shuru karein
02
Hard
🔀 Sorting

Merge Sort

Divide karo, dono halves sort karo, merge karo. Recursion tree ko split aur recombine hote live dekhein. Stable aur guaranteed O(n log n) — koi worst case nahi.

Time: O(n log n)
Space: O(n)
18 min
000
Shuru karein
03
Hard
🔀 Sorting

Quick Sort

Ek pivot choose karo, uske around partition karo, recurse karo. Average O(n log n) ke saath amazing cache performance — lekin galat pivot choose karo toh O(n²) ka khatara pakka hai.

Time: O(n log n) avg, O(n²) worst
Space: O(log n)
18 min
000
Shuru karein
04
Hard
🔀 Sorting

Heap Sort

Max-heap banayein, elements ko order mein extract karein. Quicksort ke unlike guaranteed O(n log n).

Time: O(n log n)
Space: O(1)
20 min
000
Shuru karein
05
Hard
🕸 Graph

Breadth-First Search

Queue use karke graph ko level by level explore karein. Unweighted graphs mein shortest paths dhundhein.

Time: O(V + E)
Space: O(V)
18 min
000
Shuru karein
06
Hard
🕸 Graph

Depth-First Search

Backtracking se pehle jitna deep ho sake explore karein. Har recursive step ke saath call stack badhte dekhein.

Time: O(V + E)
Space: O(V)
18 min
000
Shuru karein
07
Hard
🌳 Trees

Binary Tree Traversal

In-order, pre-order, post-order. Ek hi tree par nodes ko different sequences mein visit hote dekhein.

Time: O(n)
Space: O(h)
15 min
000
Shuru karein
08
Medium
Hash Maps

Two Sum

Do numbers dhundhein jo target mein add hote hain. Dekhein ki hash map O(n²) ko O(n) mein kaise badalta hai.

Time: O(n)
Space: O(n)
12 min
000
Shuru karein
09
Medium
Stacks

Valid Parentheses

Open aur close brackets match karne ke liye stack use karein. Classic stack application interview question.

Time: O(n)
Space: O(n)
12 min
000
Shuru karein
10
Medium
🔁 Recursion

Fibonacci (Recursive)

Call tree ko exponentially fan out hote dekhein. Samjhein ki memoization kyun zaroori hai.

Time: O(2ⁿ) naive, O(n) memoized
Space: O(n)
15 min
000
Shuru karein