Exam 7: Randomness and Probability
Exam 2: Data20 Questions
Exam 3: Surveys and Sampling26 Questions
Exam 4: Displaying and Describing Categorical Data21 Questions
Exam 5: Displaying and Describing Quantitative Data24 Questions
Exam 6: Correlation and Linear Regression36 Questions
Exam 7: Randomness and Probability28 Questions
Exam 8: Random Variables and Probability Models24 Questions
Exam 9: The Normal Distribution21 Questions
Exam 10: Confidence Intervals for Means20 Questions
Exam 11: Confidence Intervals for Proportions28 Questions
Exam 12: Confidence Intervals for Means21 Questions
Exam 13: Testing Hypotheses18 Questions
Exam 14: Comparing Two Groups19 Questions
Exam 15: Inference for Counts: Chi-Square20 Questions
Exam 16: Inference for Regression22 Questions
Exam 17: Understanding Residuals22 Questions
Exam 18: Multiple Regression15 Questions
Exam 19: Data13 Questions
Exam 22: Business Statistics20 Questions
Exam 24: Decision Making and Risk25 Questions
Exam 25: Introduction to Data Mining11 Questions
Exam 26: Exploring and Collecting Data43 Questions
Exam 27: Modeling With Probability20 Questions
Exam 28: Inference for Decision Making25 Questions
Exam 29: Models for Decision Making38 Questions
Exam 30: Selected Topics in Decision Making22 Questions
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Use the appropriate probability model (Poisson).
-Suppose you visit Stickler's bicycle shop in the hopes of getting a 100% discount on
your purchases. As you wait your turn in line, there are three gold winners in a row. The
two customers in line behind you begin to discuss what's happened. One believes that
the streak of three gold winners has killed anyone else's chances of getting a 100%
discount, while the other says just the opposite… that the wheel's "hot streak" increases
their chances of getting a 100% discount. Comment on these opinions.
(Essay)
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Use the addition rule or the multiplication rule for probability.
-As an incentive to get new customers, the local branch of a bank launched "bouncing
For bucks." During this week long event, any customer opening a new checking account
With the bank would have the opportunity to throw a bouncy rubber ball into a large box
Divided into squares. Each square was labeled with a dollar amount that would be
Deposited into his / her new checking account. The way the box was labeled is shown
Below. Out of the next three customers that come into the bank and play the game, what
Is the probability that at least one gets $50? 10 30 10 30 10 20 10 50 10 20
(Multiple Choice)
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Use the addition rule or the multiplication rule for probability.
-It has been reported that men are more likely than women to participate in online
Auctions. In a recent survey, 65% of respondents reported that they had participated in an
Online auction. In this same survey, 45% of respondents were men and 38% were men
Who had participated in online auctions. What is the probability that a respondent
Selected at random is female and has never participated in an online auction?
(Multiple Choice)
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Use the addition rule or multiplication rule for probability.
-A recent survey of local cell phone retailers showed that of all cell phones sold last
Month, 64% had a camera, 28% had a music player and 22% had both. The probability
That a cell phone sold last month had a camera or a music player is
(Multiple Choice)
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Use the addition rule or multiplication rule for probability.
-A recent survey of local cell phone retailers showed that of all cell phones sold last
Month, 64% had a camera, 28% had a music player and 22% had both. The probability
That a cell phone sold last month did not have either a camera or a music player is
(Multiple Choice)
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As an incentive to get new customers, the local branch of a bank launched "bouncing
for bucks." During this week long event, any customer opening a new checking account
with the bank would have the opportunity to throw a bouncy rubber ball into a large box
divided into squares. Each square was labeled with a dollar amount that would be
deposited into his / her new checking account. The way the box was labeled is shown
below. 10 30 10 30 10 20 10 50 10 20
a. What is the probability that a customer gets $20 or more?
b. What is the probability that a customer gets less than $20?
c. What is the probability that a customer gets $20 or $30?
d. What is the probability that two customers in a row get $50?
(Essay)
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Does it appear that choice of instructional method (traditional or online) and division
(sales, quality and operations) are independent? Explain.
(Essay)
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The option to buy extended warranties is commonplace with most electronics
purchases. But does the type of purchase affect a consumer's willingness to pay extra for
an extended warranty? Data for 420 consumers who purchased digital cameras and
laptop computers from a leading electronics retailer are summarized in the table.
a. What is the probability that a consumer purchases an extended warranty?
b. What is the probability that a consumer purchases a digital camera and an extended
warranty?
c. What is the probability that a consumer purchases an extended warranty given that
he / she has purchased a digital camera?

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