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Assume that demand for services per period is Pt = 1000 - Qt where Qt is the stock of the durable consumed. Let the discount factor for both consumers and the firm be one. Suppose that the monopolist has a choice: she can either produce a product that is durable at zero marginal cost or she can produce a nondurable product-it provides consumption services for only one period-at marginal cost c. Assume that there are only two periods.
(a) For what values of c would a monopolist that sells its output and cannot commit to prices choose the nondurable product?
(b) For what values of c would a monopolist that leases its output introduce the nondurable product?
(c) What is the efficient solution? How is this related to planned obsolescence?
Determine the largest plausible average balance for the accounts of those using her managed fund in which you could have 90% confidence.
After testing whether social class and welfare spending were related, you derive a chi-square (obtained) of 17.64, with 6 degrees of freedom. If alpha is set at 0.01, what is your conclusion and interpretation?
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Comparison of paired and unpaired samples test - Identify which of the two tests (Independent samples and Paired samples) test is the preferred test and justify your choice.
the lengths in minutes of a random selection of popular childrens animated films are listed below. estimate the true
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there are 40 fishes in a pond. you capture 20 of them for an experiment mark them and release to the pond. an
This problem related to Basic Statistics and it discuss about the examples of qualitative and quantitative methods of data collection
The amount of money spent by a customer is uniformly distributed over (0,100). Find the mean and variance of the amount of money that the store takes on a given day.
If the correlation coefficient expresses the degree of a linear relationship, why is it appropriate to use the same formula with nonlinear relationships?
Range of numbers: What is the first and third quartile? What is the second decile and the eighth decile? What is the 67th percentile?
What is the probability that the variable will take the value 2? What is the mean of the distribution?
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