Computer Architecture MCQs – Practice Test 6 (Chapter 20)

Storage Systems Multiple Choice Questions with Answers PDF – Test 6

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Free Storage Systems MCQ App Download (iOS & Android): Poisson distribution is described by the following equation (called the probability mass function); MCQ with answers: probability(k) = (e)(^-a*a)^k/n!, probability(k) = (e)(^a*a)^k/k!, probability(k) = (e)(^-a*a)^{k + k!}, and probability(k) = (e)(^-a*a)^k/k!. Practice Shared Memory Architectures Quiz Questions, download Apple Book (Free Chapter) to strengthen remote education.

Storage Systems MCQ with Answers PDF Download – Test 6

MCQ 26: The area where the tasks accumulate, waiting to be serviced, is called the:

queue
waiting line
dimm
both a and b

MCQ 27: The Poisson distribution is described by the following equation (called the probability mass function):

probability(k) = (e)(^a*a)^k/k!
probability(k) = (e)(^-a*a)^k/n!
probability(k) = (e)(^-a*a)^{k + k!}
probability(k) = (e)(^-a*a)^k/k!

MCQ 28: If interarrival times are exponentially distributed, the number of arrivals in a time interval t is a:

passion distribution
Poisson process
Poisson distribution
both a and b

MCQ 29: The sum of entry time, system response time and think the time is known as:

transaction time
latency
clock rate
hit delay

MCQ 30: The average arrival rate of new tasks and the average time to perform a task is:

mean number of tasks in system = arrival rate / mean response time
mean number of tasks in system = arrival rate + mean response time
mean number of tasks in system = arrival rate - mean response time
mean number of tasks in system = arrival rate * mean response time

Storage Systems MCQ App & e-Book – Computer Architecture Entrance Exam

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