Arrival Times - Operating Systems and System Programming - Exams, Exams for Operating Systems. Central University of Jammu and Kashmir

Operating Systems

Description: Main points of this exam paper are: Arrival Times, Substantially More, More Time Consuming, Interpretation, Fifo, Deadlock Problem, Deadlock Detection, Banker'S Algorithm, Semaphore Fullsem, Numcoke Number
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CS 162
MIDTERM 1
FALL 1996
Prof. Alan Jay Smith
You have until the end of class for this exam. The exam is closed book. All
answers should be written on the exam paper. Anything that we can't read or
understand won't get credit. Any question for which you give no answer at all
will receive 25% partial credit. Please answer in standard English; illiterate or
illegible answers to essay questions will lose credit. Please watch the front
board for corrections and other informations. This exam has 6 questions on
7 pages and is in two parts.
Problem #1
The state of a system is as shown. (There are 3 processes, A, B and C. There are two resources.)
process Allocated Max_need
A 10 15 30 20
B 0 30 40 75
C 20 10 30 35
available: 15 30
Determine if this system is in a safe state. Show your work (12)
Problem #2
Assume that the arrival times and run times of jobs are as follows:
job arrival-time run-time
CS 162, MIDTERM 1, FALL 1996
CS 162MIDTERM 1FALL 1996 Prof. Alan Jay Smith 1
A 0 5
B 0.5 3
C 1.5 0.5
a. Show the sequence of executions and compute the mean flow time for the following scheduling algorithms
(15):
i. FIFO
ii. SET (Q--->0; i.e. processor sharing)
iii. SRPT
b. Now assume that the system is non-preemptive. You have future knowlege. What the schedule (of all
possible schedules, not just the algorithms from part (a) that minimizes the mean flow time? (5)
c. Still assuming that the system is non-preemptive, and you have future knowlege, let there be two CPUs
(processors). What is the schedule that minimizes the mean flow time now? Compute the mean flow time. (5)
d. Now assume that preemption is permitted, and that there are two processors. Show the schedule that
minimizes the time to completion (i.e. until all jobs are done) (5)
Problem #3
Suppose C is augmented with P,V, and Conditional-P. Conditional P tries to decrement the semaphore, if it is
not legal (i.e. Sem = 0), then it returns FALSE, if it is legal, it does it and returns TRUE.
a) What is useful about Conditional-P? (6)
b) Can it be used to avoid deadlocks in all cases? (Why/Why not, be careful to state your assumption). (6)
Problem #4
Assume a Coca-Cola machine exists. Assume there are many people who drink Coca-Cola and many people
who stock the machine with Coca-Cola (21).
Write functions for the 'Stockers' and the 'Drinkers', using P() and V().
Properly synchronize your code so that only *one* stocker or drinker can have access to the coke machine at
CS 162, MIDTERM 1, FALL 1996
Problem #2 2
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