Decision Science | Chapter 3 | Part 1 | MBA MCQs | DS
Decision Science MCQ
- The passenger and the train in queueing system describers_________ .
- Customer and server.
- Server and customer.
- None of these.
- Both server.
- If the injured goes to doctor for treatment then in queueing system the
doctor and injured are respectively____________ .- Customer and server.
- Server and customer.
- Both server.
- None of these
- Under the exponential assumptions the probability that an event occur in
sufficient small interval is ____________.- Greater than one.
- Less than one.
- Equals to one.
- .None of these.
- Under the exponential assumption, the probability that an event will occur in sufficient small interval is________________
- Always positive.
- Always negative.
- Always Zero .
- None of these.
- The interarrival time is 10 minutes the arrival rate is ________
- 8
- 1/10.
- 3
- 2
- Let p be the probability that an arrival occurs in Δ t =0 under exponential
assumptions___________.- 0≤p≤1.
- 0<p≤1.
- 0<p<1.
- 0≤1<1.
- The mean and standard deviation of exponential distribution are _________.
- Equal.
- Mean>s. d.
- Mean< s. d.
- None of these.
- Let q be the probability that no arrival occur in Δt=0 under exponential
assumption is ________.- 0≤q≤1.
- 0<q<1
- 0≤q<1
- 0<q≤1
- If the rate of birth is 12 per minute. Then the average number of birth per
year is __________.- 43800.
- None of these .
- 40000
- 45000.
- If the interarrival time is exponential with mean 1/ ג eht Number of arrivals in (0,t) is___________.
- Poisson distributed.
- Exponential distributed .
- Binomial distributed
- None of these
- The inter departure time , corresponding to truncated Poisson distribution in a
pure death model is ___________.- Exponential distributed .
- Poisson distributed
- Binomial distributed.
- None of these.
- The arrival of customer(with no departure) in system, in queueing theory can
be stated as__________.- The pure birth process.
- The pure death process.
- The birth death process.
- None of these.
- The withdrawal of items from certain in ventory without refilling in queueing
systems can be stated as __________.- The pure birth process.
- The pure death process.
- The birth death process.
- None of these .
- The arrival and departure of quests in a hotel in queueing systems can be stated as ________.
- The pure birth process.
- The birth death process.
- None of these.
- The pure death process.
- In certain situation the customer arrives from one gate and departure takes from another gate. This situation of incoming and outgoing can be stated as _________.
- The pure birth process.
- The birth death process.
- None of these.
- The pure death process.
- There are N inventories in the system, one by one all the inventories are
consumed with replacing the inventories. This process is stated as_____________.- The pure birth process.
- The birth death process.
- None of these.
- The pure death process.
- The departure and arrivals in queuing system are normally considered
respectively M/M/1 the arrival and departure distribution are_____________.- Both Markovian .
- . Binomial.
- General
- None of these.
- In queue description M/M/1, the number of servers are _____________.
- 1.
- M
- 2
- None of these
- Consider the situation, when no server is working, then the number of
customers in the system are___________.- Equal to number of customers in queue.
- Less than number of customers in queue.
- None of these.
- More than number of customers in queue.
- On a certain day, number of customers in a system are 20,and number of
customer in service are 12,the number of customers waiting for service are
________.- 10
- 8
- 20
- None of these.
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