P
mishrapratikshya12
STREAK
52/1477
days
Longest streak/Global longest streak
Language Used
Java, C++, Python
Coding Score
330
Problem Solved
101
Contest Rating
__
259 points
Contributor
259 points
Contributor
1 Point
Proficient
Proficient
100 Point
Scholar
Scholar
1k Point
Master
Master
10k Point
Ace
Ace
50k Point
0 submissions in current year
SCHOOL (1)
BASIC (12)
EASY (31)
MEDIUM (46)
HARD (11)
- Peak element
- Reverse array in groups
- Sort 0s, 1s and 2s
- Cutting Binary String
- Minimize the Heights II
- Prefix match with other strings
- Remove and Reverse
- Find k-th smallest element in given n ranges
- Even Swap
- Task Scheduler
- Hands of Straights
- Best Node
- Maximum Intersecting Lines
- String rp or pr
- Knight in Geekland
- Shy Geek
- Count Special Numbers
- Minimum Steps Required
- Maximum Triplet product
- Second smallest number
- Special Palindrome Substrings
- Maximum Possible Value
- Distinct Difference
- Anagrams in Linked List
- Maximum Length
- Remove the balls
- Unequal Arrays
- Job Sequencing Problem
- Bheem Wants Ladoos
- Prefix Suffix String
- Smaller Sum
- Shortest XY distance in Grid
- BST Maximum Difference
- Nearest smaller tower
- Another Coin Change Problem
- Geek's Village and Wells
- Find Number
- Powerful Integer
- Max Coins
- Good Subtrees
- Subtree In N-ary Tree
- Easy Task
- Add Minimum Characters
- Maximum subset sum
- Palindrome with minimum sum
- Count Total Setbits
- Java Collection | Set 1 (ArrayList) Part-2
- Power of 2
- Count Digits
- Sum 1 to n Divisors
- Factorials Less than or Equal to n
- Trace Path
- Count the Substrings
- Print N to 1 without loop
- Print GFG n times
- Pass by Reference and Value
- Cutting Rectangles
- Frogs and Jumps
- Make Array Elements Equal
- Equal Left and Right Subarray Sum
- Make the array beautiful
- Remainder on dividing by 11
- Taxi Booking
- Binary matrix having maximum number of 1s
- Number of Subarrays of 0's
- Bus Conductor
- Wifi Range
- Minimum Number
- Seating Arrangement
- String Mirror
- Make Palindrome
- Binary Modulo
- Total Cuts
- Bit Magic
- Array Operations
- Dominant Pairs
- Total Traversal Time
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