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Suppose we sample from a normal distribution with mean 0 and unknown tolerance τ = 1/σ2. Using a Gamma(α, β) prior for τ , determine the general form of the posterior distribution.
Teenage pregnancies. The U.S. National Center for Health Statistics reports for 2006 the distribution of teenage pregnancies by age range and ethnicity of the mother.
A coin is to be flipped three times. List the possible outcomes in the form (result on toss 1, result on toss 2, result on toss 3). Compute the probability of the complement of event A, event B, and event C.
A man ?res at a target six times; the probability of his hitting it each time is independent of other tries and is 0.40. What is the probability that he will hit at least once?
Rob Richman, president of AmeriBank, takes off his glasses, rubs his eyes in exhaustion, and squints at the clock in his study. It reads 3 AM. For the last several hours, Rob has been poring over AmeriBank's financial statements from the last thre..
They plan to feed some animals new food and others a food that is known to be safe, comparing their health after a period of time. In this experiment, how will you implement principles of control, randomization and replication?
How do you use Mahalanobis distance to determine the outliers? I have the distances from SPSS. How do I use the Chi square table to figure this out?
Suppose a positive relationship had been found between each of the following sets of variables. In Section 11.3, seven potential reasons for such relationships.
One STAT 200 section was randomly selected and all students from that section were asked to fill out the questionnaire. This type of sampling is called:
Another example. Here is another example of the group effect cautioned about in the previous exercise.
Construct a scatter plot of the number of reported problems per 100 vehicles as a function of the year.
Construct a definition by subclass for the following terms by naming three subclasses of the class the term denotes. Then find a non-synonymous term that these subclasses serve equally well to define.
the point estimate for a processor that world correctly for at least 1000 hours based on a sample size of 100 is .91.a
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