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Multiple Choice
A) Always thinking that a coincidence has a low chance of occurring.
B) The gambler's fallacy.
C) Confusion of the inverse.
D) All of the above.
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Essay
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Multiple Choice
A) The probability of having breast cancer given that the woman has a positive mammogram.
B) The probability of a positive mammogram given that the woman has breast cancer.
C) The probabilities are the same.
D) Not enough information to tell.
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Essay
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Multiple Choice
A) If an event has a million to one chance, it is expected to happen to 290 people in the U.S.in a given day, on average (because the U.S.population is 290 million) .
B) It is not unlikely that something surprising will happen to someone, somewhere, someday.
C) There is a big difference between the probability of a rare event happening to someone somewhere, and the probability of a rare event happening to a specifically named individual.
D) All of the above.
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Multiple Choice
A) The base rate.
B) The sensitivity of the test.
C) The specificity of the test.
D) All of the above.
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Essay
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Short Answer
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Multiple Choice
A) People wouldn't buy lottery tickets.
B) People wouldn't buy insurance.
C) People wouldn't participate in sports betting.
D) All of the above.
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