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If you pick a random book out of 100, what is the probability you will fully read it? Given: Out of 100, 45 are short, 30 are medium, 25 are long. The probability you fully read a book depends on the length. The probability of fully reading a short book is 0.60, medium book is 0.35, and long book is 0.2.
Suppose the probability that you get an A in any class you take is .3 and the probability that you get a B is .7. To construct a grade-point average.
1. you go to a store to get ice-cream. there are five types of cones three types of ice-cream and six kinds of
Conduct a 3-period moving average, an exponential smoothing forecasting using an alpha of .25, and a seasonal forecast with 3 seasons.
HI6007- How well the model fits the data and Test the hypothesis that there is no significant relationship between the dependent and any of the independent
Togetherness. Are good grades in high school associated with family togetherness? A random sample of 142 high school students was asked.
Calculate the center line and control limits for an x‾ chart.- What are the center line and control limits for an s chart for this process?- Create the x‾ and s charts for these 20 consecutive samples.
a) Do a test to see if workers attitudes on this matter have changed using a 90% alpha. b) Explain to management what your findings are and what this suggests about future decisions vs work options.
Prove that if Romeo and Juliet are matched to each other under both the men's courtship and the women's courtship algorithms, then they are matched to each other under any stable matching.
??How do I test this hypothesis at the .07 significance level using the p-value method? I need to include the null and alternative hypothesis, alpha value then
A car manufacturer asserts that with the new collapsible bumper system, the mean body repair cost for the damage sustained in a collision impact of 15 miles
Distribution X is: 15, 14, 11, 11, 9, and 6. Using the deviation-score method, find
Do you agree that "if two events are mutually exclusive then these two events will be independent"? Why? Provide one business-related example each, with explanation, for mutually exclusive and independent events.
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