has to do with risk aversion

Consider a risk averse agent. He faces a health risk of D(he/she has to go to the hospital and pay D, and he/she will be fine) with probability k. He/she can buy insurance at price q (that is he/she can buy at cost q a contract that pays 1 dollar if he/she has to go to the hospital). How many units of the contract will the agent buy if the price is q=k?

Help answer! Financial Institutions and Markets!

1) Assume that the Treasury experiences a large increase in the budget deficit and issues a large number of T-bills. This action will _________________ the price of T-bills in the market and places __________________ pressure on the yield of T-bills. A) decrease; downward B) decrease; upward C) increase; upward D) increase; downward 2) True or False? A broker executes securities transactions between two parties and charges a fee reflected in the bid-ask spread.________________________________ 3) ____________ facilitate transactions on the New York Stock Exchange by executing stock transactions for their clients. A) Floor brokers B) Capstone members C) Specialists D) n... click for more

petroleum in nigeria

WHat are the positive and negative effects of petroleum on Nigerian economy? Please be specific I prefer someone with some knowledge on the topic...Need evidence as well..must cite sources...thanks email me if you have questions..

homework help

Market Structures and the Behavior of the Firm Industry structure is often measured by computing the Four-Firm Concentration Ratio. Suppose you have an industry with 20 firms and the CR is 30%. How would I describe this industry? Suppose the demand for the product rises and pushes up the price for the good. What long-run adjustments would I expect following this change in demand? What does my adjustment process imply about the CR for the industry?

Game Theory

Matching Pennies: Each of the two players chose either head or tail. If they choose differently players 1 pays $1 to player 2 and if they choose the same player 2 pays $1 to player 1. This kind of a game is also called strictly competitive. Moreover, this game is also a zero sum game. Problem: Write down the payoffs. Find the set of Nash equilibria in pure strategies. Then find the set of Nash equilibria in mixed strategies [Important: In this case, payoffs are expected payoffs]. At an equilibrium in mixed strategies, each agent must be indifferent with respect to his/her pure (and hence mixed) strategies; prove this formally.