Economics Explain why, in a first price sealed bid auction for a good with only private value, the good being auctioned is not always sold to the bidder with the highest valuation.
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- The town of Wollulung has two residents: Bach (B) and Mozart (M). The town currently funds its free outdoor concert series solely from the individual contributions of these residents. Each of the two residents has a utility function over private goods (X) and total concerts (C), of the form: U = 3 × log(X) + 2× log(C) The total number of concerts given, C, is the sum of the number paid for by each of the two persons: С %3D Св + См Bach and Mozart both have income of 60, and the price of both the private good and a concert is 1. Thus, they are limited to providing between 0 and 60 concerts. a) How many concerts are given if the government does not intervene?Explains it correctlyPlease no plagiarism. I will scan your answer. What is meant by the game theory in economics. I need answer in detail.
- THE PRISONERS' DILEMMA Consider the following simple model of a cocktail party. Alice and Bob are carrying on separate conversations at the party. Alice speaks at volume a and Bob speaks at volume b. The communication benefit to Alice is al(a + b) and the benefit to Bob is b/(a + b). The vocal-strain cost to Alice is ca and the cost to Bob is cb, where c is a parameter. Suppose that the players have two choices: speaking softly at volume 1, or speaking loudly at volume 4. This leads to the following game in strategic form, with Alice choosing the row and Bob choosing the column. a = 1 a = 4 b = 1 0.5-c, 0.5-c 0.8-4c, 0.2-c 0.0400 0.0500 0.0750 0.0800 0.1500 b = 4 0.2 c, 0.8-4c - 0.54c, 0.5-4c For which of the following values of c is this game a prisoners' dilemma? (Mark all values for which this is true.)(5) A has utility function u4(x4) = x4 + x and initial endowment w4 = (3,6). Consumer B has utility function uB (xB) = xf · x% and initial endowment wB = (3,6). Consider an exchange economy with two consumers and two goods. Consumer (a) Is the initial endowment a Pareto efficient allocation? Justify your answer. (b) Find a competitive equilibrium (p, xª, x³) for the economy. (c) Construct the contract curve. A picture here is not a complete answer; you need to specify analytically the set of points that are in the contract curve.You have conducted a study to determine if there is independence or dependence between market segments (A-C) and prices the segments are willing to pay for a product. The following cross tabular output appears. Under $10 $11-$15 over $15 All A 50 30 20 100 50.00 30.00 20.00 33.33 27.27 50.00 16.67 10.00 6.67 50.00 36.67 13.33 0.000 1.212 3.333 B 40 50 10 100 40.00 50.00 10.00 26.67 45.45 25.00 13.33 16.67 3.33 50.00 36.67 13.33 2.000 4.848 0.833 C 60 30 10 100 60.00 30.00 10.00 40.00 27.27 25.00 20.00 10.00 3.33 50.00 36.67 13.33 2.000 1.212 0.833 All 150 110 40 300…
- suppose the campus of a university with 1,000 students lies along a street which is one mile long. There are two restaurants that sell pizza by the slice, and they are located at opposite ends of the campus street. Each restaurant can produce a slice of pizza for $1.00 (marginal cost) and the quality of the pizza from the two restaurants is identical. After classes, each student would like to buy one slice of pizza (as long as it costs less than $5.00), but they are evenly distributed along the university campus street and each needs to choose which direction to walk to get pizza. They have a constant disutility of having to walk such that they are willing to pay $2.00 per mile to avoid walking. (You can ignore the presence of other restaurants and assume that students choose between only these two.) 1. If these restaurants simultaneously set prices to maximize profits, what prices will each restaurant set in equilibrium? (You don’t need to derive the equilibrium prices here if you are…Consider the following pure exchange, Edgeworth box economy. There are two consumers, Adam and Mark, and two goods. Adam has an endowment of 7 units of good 1 and 3 units of good 2 (i.e. wadam = (7, 3)), while Mark has an endowment of 3 units of good 1 and 7 units of good2 (wmark$ = (3,7)). The consumers' utility functions are given by: Uadam = Xa1 + Xa2 and Umark = min{xm1, Xm2) where x¡1 is the consumption of good 1 by consumer (i = adam, mark) (a) Find the set of Pareto optimal allocations of this economy (b) Find the Walrasian equilibrium.Why do sellers generally prefer a Vickrey auction to a regular sealed bid if sellers don’t receive the highest bid in the Vickrey auction? Sellers only have to sell their item if the bid is the highest-price bid. The second-highest bid in a Vickrey auction is generally higher than the highest bid in a regular sealed-bid auction. The second-highest bid is about the same in both auctions. Sellers prefer the final price is not revealed to all bidders. Sellers would never prefer Vickrey auctions.
- See attachmentsAre these statements true or false? Provide a detailed explanation as to how you arrived at your answer: 1. If someone has linear indifference curves between contingent commodity bundles, then they must be risk averse and the risk premium is positive. 2. If a game has a Pareto efficient outcome, there exists a Nash equilibrium that leads to this outcome. 3. If a quantity tax is imposed on a profit maximising monopolist, consumer bear a higher burden of the tax than producers.Suppose that Alex wants to purchase a boat from Rosette. Alex is willing to pay up to $18,000, while Rosette is not willing to accept any offer below $15,000. Assume that there are a finite number of negotiating rounds. 1.If the discount factors for Rosette and Alex are δR = 0.05 and δA = 0.05, respectively, how much should Alex offer for the boat? 2.Suppose that Rosette’s discount factor is δR = 0.20, and Alex’s discount factor is δA =0.15. 3.How much should Alex offer for the boat? How does this offer differ from your r to part a, and why?