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A restaurant chain routinely surveys customers and among other questions asks each customer whether he or she would return and to rate the quality of food. Summarizing hundreds of thousands of questionnaires produced this table of joint probabilities. Customer Will Customers Will Ratings Return Not Return Poor .02 .10 Fair .08 .09 Good .35 .14 Excellent .20 .026 a. What proportion of customers say that they will return and rate the restaurant's food as good? b. What proportions of customers who say that they will return rate the restaurant's food as good? c. What proportions of customers who rate the restaurant's food as good say that they will return? d. Discuss the differences in your answers to parts (a), (b), and (c).
Explain what type of data you would use to estimate the model - time series, cross-section, or panel data and Identify the dependent variable and the independent variables
A student surveyed 200 students about hours a night spent sleeping, the data showed a normal distribution with a mean of 6.8 hours and a standard deviation of 0.75 hours. what percentage of the students spent less than 4.55 hours sleeping per..
What is the name of the counting rule used to find all the possible outcomes and how many different items can be uniquely numbered?
Calculate the Relative Precision Index in each case and, from the table on the following page, state the relative precision for each group and what remedial action should be taken to bring it back within specification limits?
1) A coin is flipped 14 times. Use the normal approximation to the binomial distribution to calculate the probability of a total of 4,5, or 6 heads. Compare this to the binomial probability.
Determine and interpret the sensitivity of mammography.
Determine the sequence of jobs using the rules - Prioritize the rules used in based on average flow time measured from now.
A weight-loss clinic advertised that last month its patients, on average, lost 6 LBS . Assuming that average refers to the mean, which of the following claims must be true based on this information
in table 2 in p. 175 hatchett and park 2004 presented the correlations among optimism lot-r total and positive items
Examine statistical data consisting of records of car accidents on Victorian roads and freeways in 2012
Write up your lab experience including: the necessary steps (broadly, not detail with keystrokes) to collectpersistent data, the ease of use of the software
What are the mean and standard deviation of the sampling distribution of the mean for N = 16
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