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SAINT GBA334 module 6 quiz 4

Question 1. 1. Given the following distances between destination nodes, what is the minimum distance that connects all the nodes? .next.ecollege.com/CurrentCourse/Destination_Nodes_3.docx”>Click here to view a Word version of the table.…

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Question 1. 1. Given the following distances
between destination nodes, what is the minimum distance that connects all
the nodes? .next.ecollege.com/CurrentCourse/Destination_Nodes_3.docx”>Click here to view a Word version of the
table.

From

To

Distance

1

2

120

2

3

100

1

3

200

2

4

150

3

5

90

4

5

170

(Points : 3)

290
310
620
460
None of the above

Question 2. 2. A point in the network that is at
the beginning or end of a route is called a(n) __________. (Points : 3)

arc
branch
line
node
source

Question 3. 3. The shortest-route technique would
best be used to: (Points : 3)

plan the routes for a
vacation driving tour.
plan the route for a school bus.
determine the path for a truck making frequent runs
from a factory to a warehouse.
All of the above
None of the above

Question 4. 4. A technique that allows a researcher
to determine the greatest amount of material that can move through a
network is called __________. (Points : 3)

maximal-flow
maximal-spanning
shortest-route
maximal-tree

Question 5. 5. Assume that we are using a waiting
line model to analyze the number of service technicians required to
maintain machines in a factory. Our goal should be to: (Points : 3)

maximize productivity of
the technicians.
minimize the number of machines needing repair.
minimize the downtime for individual machines.
minimize the percent of idle time of the technicians.
minimize the total cost (cost of maintenance plus cost
of downtime).

Question 6. 6. A vendor selling newspapers on a
street corner is an example of a: (Points : 3)

single-channel,
multiphase system.
single-channel, single-phase system.
multichannel, multiphase system.
multichannel, single-phase system.
None of the above is correct.

Question 7. 7. Which of the following is not an
assumption in common queuing mathematical models? (Points : 3)

Arrivals come from an
infinite, or very large, population.
Arrivals are Poisson distributed.
Arrivals are treated on a first-in, first-out basis
and do not balk or renege.
Service rates follow the normal distribution.
The average service rate is faster than the average
arrival rate.

Question 8. 8. The term queue
“discipline” describes the: (Points : 3)

degree to which members
of the queue renege.
sequence in which members of the queue arrived.
degree to which members of the queue are orderly and
quiet.
sequence in which members of the queue are serviced.
All of the above are correct.

Question 9. 9. An arrival in a queue that reneges
is one who: (Points : 3)

after joining the queue,
becomes impatient and leaves.
refuses to join the queue because it is too long.
goes through the queue, but never returns.
jumps from one queue to another, trying to get through
as quickly as possible.
None of the above is correct.

Question 10. 10. The customer who arrives at a
bank, sees a long line, and leaves to return another time is __________.
(Points : 3)

balking
cropping
reneging
blithering
none of the above

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