Problem Description Alex and Jordan are coding friends. Jordan decides to practice more since Alex is initially ahead. They each complete a certain number of problems daily. Your task is to find the minimum number of days required for Jordan to solve more problems than Alex. If Jordan can never

Problem Description A schedule for an upcoming tech conference has been released, listing the start and end times of each session. Once a session begins, attendees cannot enter or leave the room. Moving between sessions takes no time. The task is to determine the maximum number of sessions a single

Problem Description A networking company is implementing procedures to manage network traffic. The network server is connected to N devices (numbered from 0 to N-1). The server receives messages from each of these N devices, which are then transmitted in different possible sequences. The team has generated M possible sequences

Problem Description An e-commerce company’s warehouse is represented as an N x M grid in their system. Each cell in the grid represents a storage unit where goods are stored, and the value of each cell indicates the total count of goods in that unit. * Robot 1 starts at

Problem Description In an organization with N employees, each employee has a unique ID ranging from 1 to N. Based on performance in the last financial year, each employee is given a performance score. The company's overall performance target for the year is represented by K. The task

Problem Description In a warehouse, items are categorized as either electronic or non-electronic. The electronic items are represented by the vowels in the English alphabet: a, e, i, o, u. Non-electronic items are represented by any consonant. The warehouse manager needs an application to facilitate the transfer of goods to

Problem Description A taxi company is enhancing its app to help drivers find the shortest route between two cities on any given trip. There are N cities, each represented by a unique integer from 1 to N. Every city is directly connected to any other city through two possible routes: