Decision Science | Chapter 3 | Part 1 | MBA MCQs | DS
Decision Science MCQ
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 ________.
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