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Question: Suppose there are n bidders and their valuations are independently and randomly drawn from a triangular distribution with probability density function (PDF) f(v) = %U, with v € [0, 2]. (a) Consider the case of a sealed bid second price auction. Assume that all the bidders act optimally, hence they bid truthfully by bidding their own valuations. Calculate the optimal reserve price. (b) Suppose now we're running a first price auction (without reserve price). Calculate the optimal bid function of a bidder with valuation v. (c) Use your answer from the previous question and calculate the optimal bid function when the number of bidders goes to infinity.
a. do you think that nearshoring or outsourcing will continue for u.s. companies?b. identify a legal job that you
Small businessmen, such as Archie was at the beginning of the book, are often idolized in our society. Americans are much more ambivalent about "big business," often seeing large businesses as both important (source of jobs) but predatory and overly ..
theme the eu and turkey scenarios to 2050 general guidelinesa. the eu and turkey can be seen in their long-term
What motivated the producers of those individual products to make them and offer them for sale How did the producers decide on the best combinations of resources to use Who made those resources available and why
Suppose that you know that the points (10, 100) and (20, 200) sit on a straight line with the y-axis measuring the price of sewing machines and the x-axis measuring the number of sewing machines supplied daily by the sewing machine, Write the equa..
calculate net value added at fcitems and in millions respectively.1 purchase of machinery to be used in production
Brief explanation why these cities could be boring.
Make sure you give complete definitions and explanations for this set of questions. When dealing with thedecrease in income, you will want to talk about the effects on thebudget constraint and the consumption bundle of the consumer.
The following table provides a probability distribution for the random variable x. Compute s, the standard deviation of x (to 2 decimals)
What results does the paper claim? How does the paper show them? Does the author point out shortcomings or weaknesses?
Use calculations to examine the alternatives available to Assiniboine Narrows. Then, based on your calculations, make a recommendation as to the preferred.
If the software is not protected, so that piracy is an option for consumers, what is the firm's profit-maximizing price?
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