Exam 3: Probability Concepts and Distributions

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How might a Poisson probability distribution be used in business processes?

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The two parameters sufficient to describe the normal probability distribution are μ and σ.

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Two events are mutually exclusive as long as ________.

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The standard normal probability distribution uses the z-statistic.

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Probability is ________.

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A cumulative distribution function,F(x),specifies the probability that the random variable X will assume a value greater than or equal to a specified value,x.

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In an experiment,a random variable is ________.

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Which of the following is true of classical probability?

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The probability of the complement of an event W is ________.

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Subjective probability ________.

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For probability purposes,an experiment is ________.

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Compare and contrast a probability mass function and a probability density function.

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The expected value of a random variable corresponds to the notion of the ________ of a sample.

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Standardized z values can be used to find a probability using ________.

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Which of the following is not true for a normal distribution?

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At a particular toll booth,20% of vehicles use transponders while the rest have their license plates scanned.Usually,150 vehicles pass this toll booth during any one hour time period.During the next hour,what is the probability that more than 40 vehicles will pass through using a transponder?

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It was reported that the mean high temperature in the continental United States on October 5,2011 was 75.77°F,with a standard deviation of 10.95°F.If temperature in the U.S.follows a normal distribution,what is the probability that a city chosen at random reported a temperature higher than 90°F?

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What is the probability of choosing a day of the week that begins with T (Tuesday or Thursday)?

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Which of the following is true of random variables?

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It has been reported that,on average,families in Colorado Springs eat fast food 2.2 times per week with a standard deviation of 1.1 times per week.Assume that the distribution of the number of times that families eat fast food is a normal distribution.What is the likelihood that a family eats fast food one to three times each week?

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