Nachricht Implement the Multi-Level Feedback Queue (MLFQ) scheduling algorithm and calculate the average waiting time and turnarou…

Implement the Multi-Level Feedback Queue (MLFQ) scheduling algorithm and calculate the average waiting time and turnaround time for a set of processes by: Defining Process and Queue Structures: Create a Process structure to store necessary information for each process, such as process ID, duration, remaining time, waiting time, and turnaround time. Create a Queue structure to represent a queue in the MLFQ, which holds processes, has a front and rear indicator, and a time quantum associated with it. Initializing Queues: Implement a function to initialize your queues with appropriate time quanta. For example, a high-priority queue might have a smaller time quantum, and a low-priority queue might have a larger time quantum. Gathering Input: Prompt the user to enter the number of processes. For each process, ask the user to input the process ID and its duration. Initialize the remaining time for each process and enqueue them to the high-priority queue. MLFQ Implementation: Implement the MLFQ scheduling algorithm. Processes start in the high-priority queue and move to lower-priority queues if they do not finish within their time quantum. Ensure that you update the waiting time, turnaround time, and remaining time for each process as they are scheduled and executed. Print informative messages to show the state of the system, such as when a process is running, when it is moved to a different queue, and when it finishes execution. Calculating Averages and Displaying Results: After all processes have finished execution, calculate the average waiting time and average turnaround time. Display the waiting time, turnaround time, and other relevant information for each process. Present the calculated averages to the user. Testing Your Implementation: Test your implementation with various sets of processes and time quanta to ensure that it behaves as expected. You can use the provided example to verify the correctness of your implementation.