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Which is the most optimal scheduling algorithm?a.FCFS – First come First servedb.None of the mentionedc.RR – Round Robind.SJF – Shortest Job First

Question

Which is the most optimal scheduling algorithm?

a. FCFS – First come First served
b. None of the mentioned
c. RR – Round Robin
d. SJF – Shortest Job First

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Solution

To determine the most optimal scheduling algorithm among the options provided, we must consider the criteria for optimality in scheduling.

1. Break Down the Problem

We will evaluate each scheduling algorithm based on efficiency, turnaround time, waiting time, and response time.

2. Relevant Concepts

  • FCFS (First Come First Served): Processes are executed in the order they arrive in the ready queue. This can lead to long wait times for processes that arrive later.
  • RR (Round Robin): Each process gets a fixed time slice. It's fair but can lead to high turnaround time if the time slice is too short.
  • SJF (Shortest Job First): Processes with the shortest execution time are executed first. This algorithm minimizes the average waiting time and is often considered optimal in theory.
  • None of the mentioned: This option implies that none of the algorithms are optimal, which is often not the case.

3. Analysis and Detail

  • FCFS can suffer from the "convoy effect," where shorter processes get stuck behind long ones, leading to inefficiency.
  • Round Robin can lead to increased turnaround times if time slices are not appropriately set.
  • Shortest Job First minimizes average waiting time. Theoretically, it is optimal because it processes smaller jobs first, and theoretically results in the lowest average waiting time.

4. Verify and Summarize

Considering the typical attributes of each scheduling algorithm, SJF is often seen as the most optimal for minimizing waiting time, but it requires knowledge of future process times which isn't always practical.

Final Answer

SJF – Shortest Job First is generally considered the most optimal scheduling algorithm among the options given, due to its ability to minimize average waiting time when future job length is known.

This problem has been solved

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