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What test of differences is appropriate in each of the following situations? Why?
(a) Average campaign contributions of Democrats, Republicans, and Independents are to be compared.
(b) Managers and supervisors have responded “yes,” “no,” or “not sure” to an attitude question. Their answers are to be compared.
(c) One-half of a sample receives an incentive in a mail survey. The other half does not. A comparison of response rates is desired.
(d) Stockbrokers in the East, Midwest, and West were asked their annual incomes. Regional comparisons are to be made.
The life corn delight popcorn maker is normally distributed with them mean of 20 months and a standard deviation of two months. The manufacturer will replace on the life popper if it breaks during the guarantee period.
Median score of 67. Based on this information, the distribution of test scores is symmetric, left skewed, right skewed, or bimodal?
Define the rejection region. State the statistical decision.
Assume you conducted an ANCOVA that shows both the first IV as well as the covariate signficantly predicts the DV. Create a mock output table that supports the relationship. Report findings APA style.
Three are selected, at random, without replacement from the batch. What is the probability that the third is not defective given that one of the previous two are defective?
Suppose we have run a regression on 48 months of data and the regression equation is Y = 50000 + 1000*x (where x is the month number).
The probability that a business owner will go bankrupt in it first year is .34. For 25 like businesses, find the probability first by using the binomial probability formula, and then by using the normal approximation.
Critically discuss some concepts behind variance analysis? Why is it important to test for variances in your data? Explain. How is variance analysis used in health care administration?
Pprobability is no greater than 1% that the day's supply is exhausted. How many pounds of ground beef should the manager have available for use each day?
Compute lower and upper quartiles of log10-balances? Determine 95% range of the balances in $s? Express in English what the two boundaries mean.
Iindicate all samples are approximately Normal with no outliers. Is the ANOVA appropriate?
What size sample would be required to estimate the proportion of unemployed college students if we want the margin of error not to exceed 3 percent?
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