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Consider a piece-rate-tournament experiment like in the Niederle and Vesterlund paper but with groups of 2: 1 man and 1 woman, both of whom maximize expected value. Both men and women believe that men will solve 1 problem the time and 4 problems the time, while women will solve 2 problems the time and 3 problems the time. Piece-rate pays $1 per problem solved. Tournaments pay $2 per problem if you have the most correct, otherwise $0.
1. Calculate the expected value payoffs from piece-rate and from tournament pay for men and women. Show your math, and explain who will compete.
2. Suppose that one gender is more risk averse than the other. Explain how this might change your conclusion above, and which gender would have to be more risk averse.
The European Central Bank has recently announced a program similar to the quantitative easing (QE) carried out in the USA (see the link below for details). What is the macroeconomic rationale for this? Do you think this program will work in the Euroz..
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An investor buys a 3.5% 20-year bond with a face value of $10000 for $10414.22. If the purchaser holds the bond to maturity, how much is the present value of the purchase at an ROI of 3.69% per year compounded semi-annually?
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