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Consider a restaurant located in the business section of a city. How many seats should it have available if it wishes to serve at least 95 % of all those who desire its services in a given hour, assuming that potential customers (each of whom takes at least an hour to eat) arrive in accord with the following schemes: (i) 1000 persons pass by the restaurant in a given hour, each of whom has probability 1/100 of desiring to eat in the restaurant (that is, each person passing by the restaurant enters the restaurant once in every 100 times); (ii) persons, each of whom has probability 1/100 of desiring to eat in the restaurant, pass by the restaurant at the rate of 1000 an hour; (iii) persons, desiring to be patrons of the restaurant, arrive at the restaurant at the rate of 10 an hour.
What type of probability distribution will most likely be used to analyze the number of chocolate chip parts per cookie in the following problem?
In recent years, the interest rate on home mortgages has declined to less than 6.0 percent. However, according to a study by the Federal Reserve Board
The Message from Water. If you were going to interview Dr. Emoto, what questions would you want to ask him about his experiment?
Beyond the variables discussed, can you think of any others that might be relevant when creating a blended sample?
A report issued by the American Association of Building Contractors indicates that 40% of all home buyers will do some remodeling to their home within the first 5 years of home ownership. Assuming this is true, use the binomial distribution table ..
a manufacturer knows that their items have a normally distributed lifespan with a mean of 3.1 years and standard
Verify that this assignment of probabilities satisfies the requirement that the sum of the probabilities for a discrete distribution must be 1.
A health club has six tennis courts. The owner hypothesizes that his patrons have no preference for a particular court. He observes how many people play on each court on a particular day. Compute the expected value for the data shown below.
in the following data set what percent of observations fall within one standard deviation of the mean?75 76 77 77 77 78
If it is known that the ace of hearts has been selected, what is the probability that at least two aces have been selected?
Assuming the frequency of the trait is still 1 in 8, determine the mean and standard deviation of the number of frogs with the trait he should expect to find.
Based on the standardized score in part c, about what proportion of the class scored higher than you did on the exam?
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