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1. A textile mill weaves cloth that is used to make sheets. The top grade of sheets has at least 200 threads per inch. (Because higher thread count indicates higher quality, it will not matter if the thread count is above 200.) Random samples from 20 areas of a piece of cloth result in an average thread count of y = 190 with s = 50. Assuming normality, test the appropriate hypothesis using a = 0.05, and explain what your results mean.
2. A toothpaste was formulated with a silica content of 3% by weight. The manufacturer randomly samples 33 tubes of toothpaste and finds their mean silica content is 3.4% and the standard deviation is 0.43%. Test the hypothesis that the mean silica content is not on target using a p-value and a = 0.05. Explain what the results of your test indicate in terms the manufacturer can understand.
It took a contractor 5000 hours to manufacture their first unit of an item. If the contractor expects to achieve a 94% unit learning curve, how many hours would be required to manufacture units 76-100?
let x the number of flaws on the surface of a randomly selected boiler of a certain type have a poisson distribution
Is this correlation statistically significant? He also found the regression coefficient to be -1.66. Is this regression coefficient statistically significant? Explain why or why not for each.
you are given a loan on which interest is charged over a 4 year period as followsan effective rate of discount of 6 for
in an experiment to study the relationship of hypertension and smoking habits the following data are collected for 180
a random survey of a small group of high school students collected information on the students age and number of bookd
in 1945 1100 adult americans were asked if they abstain from alcoholic beverages and 363 indicated that they were total
what proportion of the following sample of ten measurements lies within 2 standard deviation of the mean?1 5 9 2 63 3 4
find the z-score location of vertical line that separates normal distribution as described in each of the followinga.
a student prepares for an exam by studying a list of 10 problems. she can solve 7 of them. for the exam the instructor
assume x is a standard normal random variable and y n09so variance is 9. what is the 97.5 percentile of px and
apply the classical runge-kutta method to solve the following initial value problem yyx2 given y00 and the step size
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