You cannot connect the dots looking forward but you can only connect them looking backwards.

It is what it is !

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It’s not what you have — it’s how you think.

Thrilled to share that I have been awarded the Certificate of Participation in the Naukri Campus AINCAT!. #NaukriCampus #AINCAT #Achievement

Don’t wait for the right time — because there isn’t one. The time is NOW.#Time

Day 31 of #gfg160 .Solved : Peak Element in an array.O(logn) || O(1).#geekstreak2025 #geekforgeeks

Day 30 of #gfg160 .Solved : Search in Rotated Sorted Array Using Binary Search SC:O(1) TC:O(log2N) .#streaking #freshstart #geekstreak2025

Day 30 of #gfg160 .Solved: Minimum in a sorted and Rotated Array.#geekstreak2025

Day 29 of #GFG160Days.Question : Sorted and Rotated Minimum.#gfg160 #geekstreak2025

Day 28 of #gfg160. Solved :number of occurence

Day 27 of #gfg160 .Solved : Merge Two Sorted Arrays Without Extra Space.Used the Gap Method to Solve for optimal solution. Time Complexity: O(m+n)*O(log(m+n)).Space :O(1).#geekstreak2025

Day 26 of #gfg160 .Solved -Non-overlapping Intervals||Minimum Intervals to Remove.Key logic: if current start < last end → overlap → remove.TC: O(n)| SC:O(1).#geekstreak2025 #DSA #Consistency

Day 25 of #gfg160 .Solved Insert and Merge Interval.O(N)|O(N).#geekstreak2025

Day 24 of #gfg160 .Solved : Overlapping Intervals.#hardworkishard #DSA #geekstreak2025

Day 23 of #gfg160 .Solved : Count inversions using mergesort.O(NLogN) | O(N).#geekstreak2025 #DSa

Day 22 of #gfg160 .Solved ->H-Index (Citations).used extra space for optimal Solutions,used arr to.Store the frequency of citations .TC:O(N) | SC:O(N).#geeksforgeeks #geekstreak2025

Day 21 0f #gfg160 .Solved -Sort an array of 0s, 1s and 2s - Dutch National Flag Problem.Mastered the Dutch National Flag algorithm.O(N) |O(1).#DSA #geekstreak2025

Day20 of #gfg160 #geekstreak2025 .Solved =>Strings Rotations of Each Other.O(N)| O(1)

Day 19 of #gfg160 .Solved :Min Chars to Add for Palindrome.O(n)|O(1) .#geekstreak2025

Day 18 of #gfg160 #geekstreak2025 .Solved Search Pattern (KMP-Algorithm) .O(N) |O(1).#DSA