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A researcher wishes to estimate the average number of hours that high school students spend on facebook each day. A margin of error of 0.22 hours is desired. Past studies suggest a population standard deviation of 2.1 hours is reasonable, estimate the minimum sample size needed to estimate the population mean with the desired accuracy.
Find the standard deviation of this sample of shopping times. Round your answer to at least two decimal places.
(a) Find an expression which serves as a linear approximation for l at h=1000 m. (b) Give two assumptions you think have been made in deriving the expression above.
When a regression model is nonlinear or the error terms are not normally distributed, the standard hypothesis testing methods and confidence inter- vals do not apply. However, it is possible to solve the problem by bootstrap- ping. How might you b..
The null hypothesis on rolling a die is a multiple of 3, and the proportion of multiples of 3 is 0.33. A person rolling the die 12 times gets 8 successful rolls
Select an activity you do on a regular basis (e.g., cooking a meal, cleaning the house, doing homework, etc.) and discuss how you could apply statistical quality control to improve the quality of the output of the activity you choose.
Describe the differences, advantages and disadvantages between the organizational structures: functional, projectized and matrix.
The results of a calculus exam are normally distributed with a mean of 76 and a standard deviation of 6. Find the percentage of students that scored above 70.
compute the following binomial probabilities directly from the formula for bx n p. round your answers to three decimal
The following sample of size 12 was taken from a population that is normally distributed and that has a population standard deviation of 12.7:
Find the solution to the problem using either the extreme points method or the isoprofit method. What is the maximum feasible value of the objective function?
1. Roll two dice six times. We are interested in how many times (out of these six rolls) that the sum of the dice equals seven.
Calculate the standard deviation of the sample mean for samples of size 1, 4, 25, 100, 250, 500, 1000, and 5000. Graph your results with the sample size on the x axis and the standard deviation on the y axis.
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