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Do WCC student spend lots of time playing video games? According to a recent study published by the American Statistics for Educators Journal, statistics students spend, on average, 80 minutes a week playing video games. A certain instructor of statistics at WCC believes that students in his class spend less than this amount of time playing video games per week. To test his belief, he randomly samples 25 students and finds the sample mean to be 74 minutes with a standard deviation of 9 minutes. Test the instructors claim at an α = 0.05 level of significance.
Use the same sample data to construct a 95% confidence interval for the mean hours of video game playing for WCC students. Does this interval support your conclusion? Why, or why not?
Derive an expression for the expected value of min{T1 + T2, S} in terms of ? and µ:
assume that the probability of a male birth is 0.5 and that the binomial distribution is applicable. determine the
Create a histogram of the time until first failure for this type of disc player. Then find a 95% confidence interval for the mean time until failure.
a survey of 50 companiesin january 08 fifty customers of a lumber manufacturer were surveyed regarding their
This correlation was judged to be statistically significant. In your own words, what can you say about the nature of the relationship?
a. What was Caterpillar's book debt-to-value ratio? (Do not round intermediate calculations)
When should researchers use different hypothesis tests for independent and related samples? Is one type of sample preferable over the other?
the business college wants to know if their graduates are getting paid better than the teaching college. they take a
Assume that the goal at Motorola is for the average defect rate to vary no more than 1.5 standard deviations above or below the mean of 3. How likely is it that the goal will be met?
What is the standard error of measurement?
A restaurant owner is concerned about the consistency of business. He wants to determine if the standard deviation of the profits for each week is less.
Treating low bone density (4.2) Fractures of the spine are common and serious among women with advanced osteoporosis (low mineral density in the bones).
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