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A set of data has a mean of 66 feet and a standard deviation of 3 feet ( and has a bell shaped curve). Describe completely.
Find the percent ( mean - 3 s< x< mean +2s)=? for the bell curve. Then find the percent (x > mean + s).
suppose scores on a standard ized mathematics test taken by students from large and small high schools are normal with
What should the average weight be if the production manager wants no more than 6% of the products to weigh more than 7.4 ounces?
Among other benefits, pets are thought to be great companions that increase satisfaction among pet owners, especially those who would otherwise live alone.
Mr. Marcy's nephew is going to trial for embezzlement, and nine jurors are to be randomly selected from the adult citizenry. What is the probability that at least four of the jurors will be charge-account holders?
Quality control inspectors randomly select 16 parts, weigh each, and then compute the sample average weight for the 16 parts. The probability that the mean weight of these 16 parts is more than 41 grams or less than 39 grams is?
Major hirings in retail in Britain are as follows: 9,000 at Safeway; 5,000 at Boots;.- What is the probability that a randomly selected new hire from these was hired by Marks and Spencer?
The National Safety Council reported that air bag-related fatalities dropped to 18 in the year 2000. Compute the expected number of air bag-related fatalities.
a random sample of n 9 structural elements is tested for compressive strength. we know that the true mean compressive
b. Ninety-five percent prediction intervals for y are shown at the bottom of the printout. Locate and interpret the interval for the Giant Forest meteorological station (station #9).
Your client is being sued. You have asked the client's lawyer about the possibility of losing the lawsuit. The client, meanwhile, has asked you to describe what would happen to his or her financial statements.
Here are two possible constructors for frames: (define (make-frame origin edge1 edge2) (list origin edge1 edge2)) (define (make-frame origin edge1 edge2) (cons origin (cons edge1 edge2))) For each constructor supply the appropriate selectors to pr..
Let N denote the number of arrivals of a Poisson process of rate λ over the interval (0, T). Given N = n, let S1,..., Sn denote the corresponding arrival times. Prove that
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