a) What is the total utilization?  (b) Construct a preemptive EDF schedule for this system in the interval (0,18). Label any missed deadlines. In this and the next part, assume that each job that misses its deadline is still executed in its entirety.  (c) Construct a preemptive RM schedule for this system in the interval (0,18). Label any missed deadlines.  (d) Suppose we want to reduce the execution time of the task with period 3 to make the task set schedulable (i.e., all deadlines are guaranteed to meet) with the preemptive EDF algorithm. What is the minimum amount of reduction necessary?

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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(a) What is the total utilization? 
(b) Construct a preemptive EDF schedule for this system in the interval (0,18).
Label any missed deadlines. In this and the next part, assume that each job that misses
its deadline is still executed in its entirety. 
(c) Construct a preemptive RM schedule for this system in the interval (0,18).
Label any missed deadlines. 
(d) Suppose we want to reduce the execution time of the task with period 3 to make
the task set schedulable (i.e., all deadlines are guaranteed to meet) with the preemptive
EDF algorithm. What is the minimum amount of reduction necessary? 
 
 
A system consists of three periodic real-time tasks: (3,1), (5,2), and (8,3). Each pair
represents the period and execution time of a task, i.e., (pi, e). We also assume implicit
deadlines (i.e., Vi, d₁ =pi) and synchronous releases (i.e., all tasks have their first job
arrival at time 0).
Transcribed Image Text:A system consists of three periodic real-time tasks: (3,1), (5,2), and (8,3). Each pair represents the period and execution time of a task, i.e., (pi, e). We also assume implicit deadlines (i.e., Vi, d₁ =pi) and synchronous releases (i.e., all tasks have their first job arrival at time 0).
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