Stone Age Surfboards is a small manufacturer of two types of popular low-tide
surfboards, the Graystone and the Lava models. The manufacturing process consists of
two departments: fabrication and finishing. The fabrication department has 8 skilled
workers, each of whom works 9.25 hours per day. The finishing department has 5
workers, each of whom works a 6 -hour shift per day. Each pair of Graystone
surfboards requires 2.5 labor hours in the fabrication department and 2 labor hours in
finishing. The Lava model requires 4.2 labor-hours in fabrication and 3.6 labor-hours in
finishing. The company operates 6 days a week. It makes a per unit profit of $40 on the
Graystone model and $60 on the Lava model. The company anticipates selling at least
twice as many Lava models as Graystone models.
What is the total number of hours used for fabrication?
A) 54.5
B) 30.0
C) 35.5
D) 43.8
In the ________ method, the distance between groups is defined as the distance
between the closest pair of objects, where only pairs consisting of one object from each
group are considered. A) Ward’s linkage clustering
B) single linkage clustering
C) divisive clustering
D) average group linkage clustering
During which phase in problem solving is a formal model often developed?
A) analyzing the problem
B) structuring the problem
C) defining the problem
D) implementing the solution
Validation data sets differ from training data sets in that validation data sets ________.
A) have known outcomes
B) test a model with unseen data
C) are used to teach data-mining algorithms
D) provide the most realistic test for models with known data
In an event X, the probability of rolling a sum of 8 on two dice is 5/36 while the
probability of
rolling an 11 is 2/36. In another event Y, the probability of rolling a 2 is 1/36, the
probability of
rolling a 9 is 4/36, and the probability of rolling a 4 is 3/36.
Consider an event Z that includes all outcomes of rolling two dice whose sum is odd.
What is the probability that either event Y or Z occurs?
A) 26/36
B) 22/36
C) 10/36
D) 18/36
Use the table below to answer the following question(s) using the standard Solver.
Below is the spreadsheet for a plant location model:
Which of the following constraints is used in Solver?
A) $F$16:$F$19 >= $F$6:$F$9
B) $B$20:$E$20 < $B$10:$E$10
C) $B$20:$E$20 = binary
D) $F$16:$F$19 <= $F$6:$F$9
Which of the following is included in the data mining approach of data exploration and
reduction?
A) analyzing data to predict how to classify a new data element
B) identifying groups in which the elements of the groups are in some way similar
C) creating rules for target marketing based on association of variables
D) developing analytic models to describe the relationship between metrics
Stone Age Surfboards is a small manufacturer of two types of popular high-tide
surfboards, the Rockwell and the Limestone models. The manufacturing process
consists of two departments: fabrication and finishing. The fabrication department has
15 skilled workers, each of whom works 5 hours per day. The finishing department has
5 workers, who also work a 5-hour shift. Each pair of Rockwell surfboards requires 3
labor hours in the fabrication department and 1.5 labor hours in finishing. The
Limestone model requires 4.5 labor- hours in fabrication and 2 labor-hours in finishing.
The company operates 6 days a week. It makes a per-unit profit of $60 on the Rockwell
model and $75 on the Limestone model. Approximately 4.1 Rockwell models and 8.4
Limestone models are produced per day.
What is the total number of hours used for the finishing operation?
A) 42.58
B) 50.10
C) 35.64
D) 22.95
Below is a spreadsheet for Stone Age Surfboards.
Assume that the finishing time for a pair of Rockwell surfboards is triangular with a
minimum value of 1.4, a most likely value of 1.5, and a maximum value of 1.8 and that
finishing time for a pair of Limestone surfboards is also triangular with a minimum
value of 1.8, a most likely value of 2.0, and a maximum value of 2.4. The number of
trials per simulation is equal to 5000.
How often will overtime be needed if 4.55 Rockwell and 9.09 Limestone surfboards,
the optimal solution, are scheduled each day?
A) more than 60%
B) more than 87%
C) more than 75%
D) more than 52%
Shirley Templeton is a real estate agent for Paralol Realty. Shirley is given the
responsibility to manage potential customers for 5 of the Realty’s bungalows. These 5
bungalows are situated in close proximity. In order to make traveling easier, Shirley
decides to move to a location closer to the 5 bungalows. The table below gives the
location (X and Y coordinates) of the 5 bungalows along with the number of trips she
would have to make to each bungalow. Create a nonlinear model based on the data
given in the table below noting that the objective is to reduce the weighted distance
between Shirley’s accommodation and the 5 bungalows.
According to the model, what is the distance between Shirley’s new accommodation
and Bungalow 3?
A) 54.62
B) 25.08
C) 36.53
D) 23.12
Which of the following will hold true if events X and Y are independent?
A) P(X) = P(Y) P(X and Y)
B) P(Y) = P(X|Y)
C) P(X and Y) = [P(X) + P(Y)] – P(X or Y) D) P(X) = P(X|Y)
Stone Age Surfboards is a small manufacturer of two types of popular low-tide
surfboards, the Graystone and the Lava models. The manufacturing process consists of
two departments: fabrication and finishing. The fabrication department has 8 skilled
workers, each of whom works 9.25 hours per day. The finishing department has 5
workers, each of whom works a 6 -hour shift per day. Each pair of Graystone
surfboards requires 2.5 labor hours in the fabrication department and 2 labor hours in
finishing. The Lava model requires 4.2 labor-hours in fabrication and 3.6 labor-hours in
finishing. The company operates 6 days a week. It makes a per unit profit of $40 on the
Graystone model and $60 on the Lava model. The company anticipates selling at least
twice as many Lava models as Graystone models.
What is the shadow price for the finishing hours used?
A) 32.46
B) 17.39
C) 8.33
D) 6.67
To copy a formula from a single cell or range of cells down a column or across a row,
first________, click and hold the mouse on the small square in the lower right-hand
corner of the cell, and drag the formula to the “target” cells which you wish to copy.
A) press Ctrl-C
B) select the cell or range
C) press Ctrl-Enter
D) select the whole spreadsheet
A positiveNPVmeansthattheinvestmentwillprovideaddedvaluebecausetheprojected
returnexceedsthe .
A) modified internal rate of return
B) discount rate
C) accounting rate of return
D) adjusted present value
The central limit theorem states that if the population is normally distributed, then the
________.
A) mean of the population can be calculated without using samples
B) standard error of the mean will not vary from the population mean
C) sampling distribution of the mean will vary from sample to sample
D) sampling distribution of the mean will also be normal for any sample size
The Atlas Movies Theater has repriced their ticket rates to maximize revenues. They
have three classes of tickets: Classic, Silver, and Gold. The table below provides
information on the average ticket sales, revenue and price elasticity on demand. They
have a total seating capacity of 300. The table also provides the new price for the three
classes obtained using Solver.
Assume the distributions of elasticities for three classes of tickets are uniform with
minimum and maximum values equal to 75% and 125% of their estimated values,
respectively. Under this assumption, use Monte Carlo simulation to see what happens to
the prediction of tickets sold. The model is simulated for 10,000 trials.
What is the probability that more than 300 tickets will be sold?
A) approximately 0.75
B) approximately 0.40
C) approximately 0.60
D) approximately 0.50
Philip wishes to understand the relative proportion of each data source to the total.
Which of the following charts must Philip use?
A) Pie chart
B) Bar chart
C) Scatter chart
D) Column chart
The Atlas Movies Theater has repriced their ticket rates to maximize revenues. They
have three classes of tickets: Classic, Silver, and Gold. The table below provides
information on the average ticket sales, revenue and price elasticity on demand. They
have a total seating capacity of 300. The table also provides the new price for the three
classes obtained using Solver.
Assume the distributions of elasticities for three classes of tickets are uniform with
minimum and maximum values equal to 75% and 125% of their estimated values,
respectively. Under this assumption, use Monte Carlo simulation to see what happens to
the prediction of tickets sold. The model is simulated for 10,000 trials.
What is the probability that more than 300 tickets will be sold?
A) approximately 0.75
B) approximately 0.40
C) approximately 0.60
D) approximately 0.50
In Excel’s Trendline tool, the value of the________ gives the measure of fit of the line
to the data.
A) linear function
B) R-squared
C) moving average
D) set intercept