We have 4 periodical processes II₁, I₂, I3 and II4, that process a video. We know their periods P; and their running times C; (in milliseconds). For: (a) the rate monotonic scheduling (RMS) algorithm and (b) the earliest deadline first (EDF) algorithm draw diagrams that displays the schedule for those processes for a period of 150 ms. The times are the following:

Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter20: Queuing Theory
Section: Chapter Questions
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We have 4 periodical processes II₁, I₂, I3 and П4, that process a video. We know their
periods P, and their running times C; (in milliseconds). For:
(a) the rate monotonic scheduling (RMS) algorithm and
(b) the earliest deadline first (EDF) algorithm
draw diagrams that displays the schedule for those processes for a period of 150 ms. The
times are the following:
Process PC₁
II₁
45 10
II₂
40 10
II 3
35 5
II4 50 10
In the case of equal priorities the process that is already running has the priority. If this
is not the case then take the process with the lowest ID. Does any of the above algorithms
fail?
Transcribed Image Text:We have 4 periodical processes II₁, I₂, I3 and П4, that process a video. We know their periods P, and their running times C; (in milliseconds). For: (a) the rate monotonic scheduling (RMS) algorithm and (b) the earliest deadline first (EDF) algorithm draw diagrams that displays the schedule for those processes for a period of 150 ms. The times are the following: Process PC₁ II₁ 45 10 II₂ 40 10 II 3 35 5 II4 50 10 In the case of equal priorities the process that is already running has the priority. If this is not the case then take the process with the lowest ID. Does any of the above algorithms fail?
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