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If you are constructing a confidence interval for a population mean, for the same confidence level, the width of the confidence interval will __________ as the sample size increases.
Suppose a 95% CI for the population proportion is [0.35, 0.45]. How should we interpret this confidence interval?
Define "operational definition" of a variable. Give at least two operational definitions of the variables you thought of in the previous review question.
(a) Identify the null hypothesis and alternative hypothesis. (b) Determine the test statistic. Show work.
What is the correlation, and why is it so high? Since all of the guessed weights were higher than the actual weights, does that influence the correlation at all?
a. Transform the raw score for the independent variable to a z score. b. Calculate the predicted z score for the dependent variable.
Describe the role and purpose of statistics. Explain the primary types of statistics. Contrast a population and a sample.
Sports and Leisure Most high schools in the United States offer a wide variety of sports for both boys and girls.
To estimate this proportion he went to a large student parking lot during the middle of a class day. He found that 325 out of 1037 cars (31%) were red.
An oil co. is drilling some wells. the results are described as either a dry well or a producer well. Past experience suggests that 10% of exploratory wells are producer wells.
If the airbag activates at a deceleration of 12 mph/s or more, Iacocca would get hurt. What is the probability of his being hurt in this demonstration?
What would be the null hypothesis for this statement? ... here it is: Compare the average price (target) based on condition.
The average of 23 numbers is 14.7. What is the sum of these numbers?- Repeat the previous problem, only compute the median instead.
A pharmaceutical company claims that four out of five doctors prescribe the pain medicine it produces. If you wish to test this claim, how would you set up the null and alternative hypotheses?
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