More Problems

• Find the minimum number of buses required to transport all people, where each bus has a weight limit and each person has a weight.
• You are given a list of intervals representing tasks. Maximize the number of non-overlapping tasks that can be scheduled.
• Find the minimum number of containers required to store a set of items, ensuring that no container exceeds its capacity.
• You are given a set of jobs with deadlines and profits. Maximize the total profit by scheduling non-overlapping jobs.
• Find the minimum number of platforms required to accommodate a set of trains at a railway station, where each train has a specific arrival and departure time.
• You are given a list of tasks with start and end times. Maximize the number of non-overlapping tasks that can be completed.
• Find the minimum number of fuel stops required for a car to reach its destination, where the car has limited fuel capacity.
• You are given a set of jobs with deadlines and profits. Maximize the profit by scheduling non-overlapping jobs optimally.