Exam 7: Probability and Hypothesis Testing

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Imagine that I have a jar that contains20 black poker chips and 40 red poker chips. What is the probability of selecting a red poker chip?​

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​40/60 = 0.67

Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of selecting a student whose score is 300 or lower followed by selecting a student whose score is 700 or higher on the test?​

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A

Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of a student scoring 400 or higher on the test?

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Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of a student scoring 400 or lower or 700 or higher on the test?

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Inferential statistics allow us to​

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A liberal statistical test is one that

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No effect is to _____ hypothesis as effect is to _____ hypothesis.​

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Imagine that I have a jar that contains20 black poker chips and 40 red poker chips. What is the probability of selecting a red poker chip or a black poker chip?​

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Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of a student scoring 300 or lower or 700 or higher on the test?

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Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of selecting a student whose score is 400 or lower followed by selecting a student whose score is 500 or higher on the test?​

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If weight in the general population is normally distributed with an average of 160 pounds and a standard deviation of 20 pounds, what is the probability of selecting someone who weighs 120 or less or 170 or more pounds?

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Imagine that I have a jar that contains 20 black poker chips and 40 red poker chips. What is the probability of selecting a black poker chip?​

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Identify when it would be appropriate to use a parametric versus a nonparametric test.​

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Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of a student scoring 300 or higher on the test?

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In a study on the effects of amount of sleep on driving performance, researchers predict that those in the group that is allowed more sleep will exhibit better driving performance. The researchers are using a _____ hypothesis.​

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Failing to reject H0 when we should have rejected it is a _____ error.

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Given that on one section of the SAT the mean is 500 and the standard deviation is 100, what is the approximate probability of a student scoring 600 or higher on the test?​

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What are inferential statistics and how do they differ from descriptive statistics?​

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What is the probability of three tails in three flips of a coin?​

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Explain how Type I and Type II errors are related to false alarms and misses.​

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