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Consider the bet that all three dice will turn up sixes at least once inn rolls of three dice. Calculatef (n), the probability of at least one triple-six when three dice are rolledn times. Determine the smallest value of n necessary for a favorable bet that a triple-six will occur when three dice are rolledn times. (DeMoivre would say it should be about 216 log 2 = 149.7 and so would answer 150-see Exercise 1.2.17. Do you agree with him?)
a screening test which measures the level of a prostate speific antigen psa is a commonly used tool for the detection
A competitive school requires an applicant to have an IQ score in the top 10% of adults. What is the cutoff score?
A sample of eight male professionals has an average yearly salary of $52,165. Find the average yearly salary for the 11 people.
Use an appropriate test to determine if the reason for component failures is independent of their designs. Show your manual calculations here.
Looking at the data, the manufacturer is incorrect in its label claim. Perform hypothesis testing to prove or disprove it. Is the manufacturer correct in its label claim? Explain.
Suppose the random variable X is normally distributed with mean =50 and standard deviation =7 calculate P(X).
The average avoidable cost for a fringe firm is AAC(q) = 20/q + 5q. The marginal cost function for a fringe firm is MC = 10q. There are 10 fringe firms. The marginal cost of the dominant firm is 2 and the demand function is Q = 100 - P.
A game company that manufactures a dart game that dispenses tickets has been asked to put a business plan together for a customer who wishes to buy the game.
1.suppose we have a loaded die which gives the outcomes 1 through 6 according to the probability distributionnbspnote
1. estimation of mean monthly rentalsa suppose we consider the following data on monthly rentals 980 1230 1320 1440
the assignment is to analyze the data set and identify the companys problem . unbelievably strong hint - its job
In some ways, ANOVA is like what communications engineers refer to as "signal-to-noise ratio". What could I possibly mean by that statement?
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