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Suppose that economic outcomes can be classified as either good or bad. Governments differ in ability and this affects the likelihood of good outcomes. There are two types of governments: high ability or low ability. The prior probability that a government is high ability is 1/2. The probability that the economy is good given that the government is high ability is 3/4, while the probability that the economy is good given that the government is low ability is 1/4. In this case, the incumbent government can manipulate the economy and the electorate will learn (update) their beliefs about the ability of the incumbent government based on the observed state of the economy.
a) What is the probability that the government is high ability given that the economy is good? What is the probability that the government is high ability given that the economy is bad?
b) Suppose that the probability of the opposition being of a high type is 1/2. Voters vote for the government with the highest probability of being of a high type. What is the probability that the incumbent government will win an election against the opposition if the economy is good? What is the probability the incumbent government will win if the economy is bad?
Horners method - C program: Modify the program to implement the details for the recursive function called horners(double b, int n) that calculates Horner's method for a coeff
With a background from the previous section we now study some of the critical characteristics of policy process. You have already studied earlier various technical theories relatin
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PIGOVIAN APPROACH Pigou assumed that the aim of social policy is to 'promote welfare'. But in order to simplifL this, he chose to restrict the range of his inquiry to
A change in the legal statute may be able to force an equilibrium if it leads to a new equilibrium which implies some revised belief which sustains the equilibrium. Tirole (1996)
Suppose the firm mark up over the cost is 10% and the wage setting equation is W=P (1-u) where U is the unemployment rate. a) Find out the real wage rate implied by the price se
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QUESTION a) How would the strategy of a firm faced with repeated games differ from that faced with sequential games? b) What do you understand by an optimal level of poll
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