216k views
1 vote
You are one of five risk-neutral bidders participating in an independent private values auction. Each bidder perceives that all other bidders’ valuations for the item are evenly distributed between $60,000 and $100,000. For each of the following auction types, determine your optimal bidding strategy if you value the item at $82,000.

a. First-price, sealed-bid auction. Bid $82,000. Bid $60,000. Bid $77,600. Bid $100,000.
b. Dutch auction. Let the auctioneer continue to lower the price until it reaches $100,000, and then yell "Mine!". Let the auctioneer continue to lower the price until it reaches $60,000, and then yell "Mine!". Let the auctioneer continue to lower the price until it reaches $82,000, and then yell "Mine!". Let the auctioneer continue to lower the price until it reaches $77,600, and then yell "Mine!".
c. Second-price, sealed-bid auction. Bid $77,600. Bid $82,000. Bid $60,000. Bid $100,000.
d. English auction. Remain active until the price exceeds $100,000, and then drop out. Remain active until the price exceeds $60,000, and then drop out. Remain active until the price exceeds $82,000, and then drop out. Remain active until the price exceeds $77,600, and then drop out.

1 Answer

1 vote
C because second price sealed bid auction is right over the other answers
User John Boker
by
8.3k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.