Exam 18: Probability Models
Exam 1: Where Do Data Come From30 Questions
Exam 2: Samples, Good and Bad30 Questions
Exam 3: What Do Samples Tell Us55 Questions
Exam 4: Sample Surveys in the Real World36 Questions
Exam 5: Experiments, Good and Bad50 Questions
Exam 6: Experiments in the Real World32 Questions
Exam 7: Data Ethics21 Questions
Exam 8: Measuring33 Questions
Exam 9: Do the Numbers Make Sense25 Questions
Exam 10: Graphs, Good and Bad30 Questions
Exam 11: Displaying Distributions With Graphs22 Questions
Exam 13: Normal Distributions54 Questions
Exam 14: Describing Relationships: Scatterplots and Correlation56 Questions
Exam 15: Describing Relationships: Regression, Prediction, and Causation37 Questions
Exam 16: The Consumer Price Index and Government Statistics31 Questions
Exam 17: Thinking About Chance25 Questions
Exam 18: Probability Models30 Questions
Exam 19: Simulation20 Questions
Exam 20: The House Edge: Expected Values30 Questions
Exam 21: What Is a Confidence Interval43 Questions
Exam 22: What Is a Test of Significance30 Questions
Exam 23: Use and Abuse of Statistical Inference18 Questions
Exam 24: Two-Way Tables and the Chi-Square Test47 Questions
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If a woman of 25 years of age or over were chosen at random from the entire U.S. population, here are the probabilities for her highest level of educational attainment:
To make this a legitimate assignment of probabilities, the probability that the woman chosen has less than a high school diploma as her highest level of educational attainment must be:

(Multiple Choice)
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In many popular board games, a player rolls two dice and moves the number of spaces equal to the sum shown on the dice. Here is the assignment of probabilities to the sum of the numbers on the up faces when two fair dice are rolled:
Suppose Scott and Jennifer each rolls a sum of 9 on their first rolls. What is the probability that Quint will have a greater sum on his first roll?

(Multiple Choice)
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A collection of possible outcomes from a random phenomenon is called
(Multiple Choice)
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Suppose a sorority sells 500 raffle tickets to raise money for a local charity. You purchase 17 of the tickets. If the winning ticket is chosen at random, what is the probability that one of your tickets is chosen as the winning ticket?
(Multiple Choice)
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If we roll a pair of fair dice and count the number of aces (one dot) showing, the probability model is as follows:
The probability of no aces is

(Multiple Choice)
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Only 20 of a sample of 275 students say they are vegetarians. Of these, nine eat both milk products and eggs (lacto-ovo vegetarians), three eat eggs but not milk products, and eight eat neither (vegans.) If we choose one of those 275 students at random and the chosen student turns out to be a vegetarian, what is the probability that the chosen student eats neither milk products nor eggs?
(Multiple Choice)
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If a ball game of a certain National League Central Division squad were chosen at random, here is the probability distribution for the number of hits per game this team's utility infielder would have had:
In the randomly chosen game, the probability that the utility infielder has three or more hits is:

(Multiple Choice)
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If a coin has 0.6 probability of coming up tails, the probability that it comes up heads is
(Multiple Choice)
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In backgammon, one rolls a pair of two fair dice. The probability of getting a sum of 7 is
(Multiple Choice)
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A household is a group of people living together at the same address. According to the 2015 Current Population Survey's Annual Social and Economic (CPS ASEC) Supplement, if an American household were chosen at random and asked how many people lived there, here are the probabilities:
What is the probability that the household chosen contains only one person?

(Multiple Choice)
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