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Question: Most of the following selections were taken from letters-to-the-editors columns of newspapers and magazines. Identify any fallacies that may be committed, giving a brief explanation for your answer. Then, if a fallacy is identified, discuss the possible factors that led the arguer to commit the fallacy.
The issue is not whether we should subsidize the arts, but whether anyone should be able to force someone else to subsidize the arts. You and I are free to give any amount of our money to any artistic endeavor we wish to support. When the government gets involved, however, a group of bureaucrats is given the power to take our money and give it to the arts they wish to support. We are not consulted. That is not a way to promote a responsible culture. That is tyranny.
The following data are provided by Pearson (1904) concerning joint father's and son's occupations:
You have been given the following scale data (test scores): 100, 109, 114, 118, 125, 135, 135, 138, 139, and 140. You must set up a database in SPSS.
On page 336 of the text we are given a formula to calculate the minimum necessary sample size n. When we do not know the estimates p hat and q hat, we are told to use a value of 0.5 for each of them. Why?
Suppose you want to model the age y of onset of the disease as a function of number x of repeat gene sequences in SCA1 chromosomes. Propose a quadratic model for y.
On a recent prostate cancer screening test, Dale received positive results. It is known that this typescreening test will show 99% positive for people who have cancer
On the basis of the sample results, can we conclude that the mean annual lease rate is higher in Hong Kong than in Paris? Develop appropriate null and alternative hypotheses.
Assume the two population variances are not known but are equal. Calculate a 95 percent confidence interval for the difference in pedestrian traffic at the two locations.
What is the probability that Bo, Colleen, Jeff, and Rohini win the first, second, third, and fourth prizes, respectively, in a drawing if 50 people.
One of the points is suspected of being a bivariate outlier. When this point is removed, the new correlation is r = -.833. Is this point likely to be a bivariate outlier?
Explain how the marketing analyst can use independent samples to collect the data.
Let F be any NFA that contains λ transitions. Write an algorithm that transforms F into an equivalent NFA F' that contains no λ transitions. Note: You need not use the subset construction, since you're creating a
e. SSE for the cubic model is .00006300, whereas for a quadratic model SSE is .00014367. Compute R2for each model. Does the difference between the two suggest that the cubic term can be deleted?
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