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For four periodie processes l, Il, Ily in Il, that process video, we know their periods P, and procesing times C, (in milliseconds). For: (a) rate monotonie scheduling (RMS) algorithm and (b) carliest deadline first (EDF) algorithm draw a diagram that shows the scheduling of those processes for the first 120 ms. Use the folowing data: Process P|C 305 40 10 Il, 50 15 60 10 Il, II. In case of a tie the process that is already running has priority. If no process is alrewdy running then use the one with the smallest consecutive mumber. Does any of the above algeithms fail?

For four periodie processes l, Il, Ily in Il, that process video, we know their periods P, and procesing times C, (in milliseconds). For: (a) rate monotonie scheduling (RMS) algorithm and (b) carliest deadline first (EDF) algorithm draw a diagram that shows the scheduling of those processes for the first 120 ms. Use the folowing data: Process P|C 305 40 10 Il, 50 15 60 10 Il, II. In case of a tie the process that is already running has priority. If no process is alrewdy running then use the one with the smallest consecutive mumber. Does any of the above algeithms fail?

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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For four periodic processes II1, II2, II3 in II4 that process video, we know their periods P; and processing times C; (in milliseconds). For: (a) rate monotonic scheduling (RMS) algorithm and (b) earliest deadline first (EDF) algorithm draw a diagram that shows the scheduling of those processes for the first 120 ms. Use the following data: Process P C; П 30 Il2 40 | 10 Il3 50 | 15 II4 60 10 In case of a tie the process that is already running has priority. If no process is already running then use the one with the smallest consecutive number. Does any of the above algorithms fail?
Transcribed Image Text:For four periodic processes II1, II2, II3 in II4 that process video, we know their periods P; and processing times C; (in milliseconds). For: (a) rate monotonic scheduling (RMS) algorithm and (b) earliest deadline first (EDF) algorithm draw a diagram that shows the scheduling of those processes for the first 120 ms. Use the following data: Process P C; П 30 Il2 40 | 10 Il3 50 | 15 II4 60 10 In case of a tie the process that is already running has priority. If no process is already running then use the one with the smallest consecutive number. Does any of the above algorithms fail?
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