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Consumers can choose between three long distance telephone services: GTT, NCJ, and Dash. Aggressive marketing by a ll three companies results in a continual shift of customers among the three services. Each year, GTT loses 30% of its customers to NCJ and 25% to Dash; NCJ loses 25% of its customers to GTT and 25% to Dash; and Dash loses 30% of its customers to GTT and 20% to NCJ. Assuming that these percentages remain valid over a long period of time, what is each company's expected market share in the long run?
Evaluate a function on fixed-point iteration will converge to a positive solution of the equation.
A tourist in France wants to visit 8 different cities. If the route is randomly selected, what is the probability that she will visit the cities in alphabetical order?
If we draw one card from a 52 card deck, what is the probability that it is red? That it is a diamond? That it is an ace? That it is the ace of diamonds? Find Gambling Probability
Holiday Inn wants to develop a 97% interval for the mean number of rooms occupied each night at its locations around the nation. How many nights must be included in the sample if an error of 50 rooms can be tolerated and a pilot sample reveals s =..
What was the value of his IRA at the end of 7 years?
What are complex numbers? What does imaginary parts of equal magnitude and opposite signs mean?
If the two hypotheses have equal prior probability, for what values of x is the posterior probability of H0 greater than that of H1 and what is the form of the likelihood ratio test of H0 versus H1?
We observe the inventory level at the beginning of the next period. Define a period s state to be the period s beginning inventory level. Determine the transition matrix that could be used to model this inventory system as a Markov chain.
Estimate the area under the graph of f(x)=2sinx between x=0 and x=pi/2 using five approximating rectangles of equal withs and right endpoints as sample points.
Find the probability that they will have a rating between 230 and 260
Use your simulation results to determine the probability of obtaining a defective phone for each simulation if an outcome of 1 or 2 is considered to be a defective phone, showing all work.
There are 3 suspects, A, B, and C, for a robbery that presumably happened in a shop. We know that the following facts are true:
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