Exam 3: Generalization: How Broadly Do the Results Apply
Exam 1: Preliminaries: Introduction to Statistical Investigations46 Questions
Exam 2: Significance: How Strong Is the Evidence75 Questions
Exam 3: Generalization: How Broadly Do the Results Apply64 Questions
Exam 4: Estimation: How Large Is the Effect61 Questions
Exam 5: Causation: Can We Say What Caused the Effect30 Questions
Exam 6: Comparing Two Proportions46 Questions
Exam 7: Comparing Two Means46 Questions
Exam 8: Paired Data: One Quantitative Variable48 Questions
Exam 9: Comparing More Than Two Proportions46 Questions
Exam 10: Comparing More Than Two Means28 Questions
Exam 11: Two Quantitative Variables73 Questions
Exam 12: Modeling Randomness129 Questions
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Which of the following is most likely to match the shape of the distribution of heights among teachers and students at a large elementary school?
(Multiple Choice)
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A hot dog manufacturer asserts that one of its brands of hot dogs has an average fat content of 18grams per hot dog. Fat contents in hot dogs from this manufacturer follow an approximately normal distribution with a standard deviation of 1.1grams. Define the statisticx ̅ = mean fat content in a random sample of 10 hot dogs.
-If the hot dog manufacturer's claim is true, what would be the standard deviation of the sampling distribution of ?
(Short Answer)
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Noxious weeds are invasive plants that quickly spread and deplete the soil of nutrients that are required for all aspects of farming and ranching. With much at stake, the state of Montana has hired a team of researchers to explore the issue. They want to know the average number of noxious weeds per acre in North Central Montana. To do so, researchers divided the area of interest into 1,000,000 acres and randomly selected 24 of these acres. For each selected acre, they counted and removed the noxious weeds. The sample mean was 103.47 weeds, and the sample standard deviation was 46.034 weeds. Below is the simulated bootstrap distribution of 1,000 sample means they created from resampling the observed data.
-If we had generated a bootstrap distribution of 1,000 sample medians rather than 1,000 sample means, what would be the shape of the bootstrap distribution of sample medians?

(Multiple Choice)
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A hot dog manufacturer asserts that one of its brands of hot dogs has an average fat content of 18grams per hot dog. Fat contents in hot dogs from this manufacturer follow an approximately normal distribution with a standard deviation of 1.1grams. Define the statisticx ̅ = mean fat content in a random sample of 10 hot dogs.
-Is the value 18 grams a statistic or a parameter?
(Multiple Choice)
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