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Consider a product with a supply function Q1 = β0 + β1 + u1, a demand function Qdi =y0+uid. and a ,market equilibrium condition Qsi = Qdi, where uis and uid are mutually independent i.i.d. random variables, both with a mean of zero.
a. Show that Pi and usd are correlated.
b. Show that the OLS estimator of β0, β1 and γ0?
Using the exchange rates and prices in the tables above:
Why might it be difficult for the Fed to formally adopt inflation targeting? Would inflation targeting be a good policy for the Fed in the present economic environment
Fill in the table indicating whether the new Each row and column heading describes a shock to a market initially in equilibrium. Fill in the table indicating whether the new equilibrium price and quantity will increase, decrease, or not change.
According to the quantity theory of money, what is the effect of increase in quantity of money?
Find out an article which is related to health economics from health journal. Some possible sources include Health Affairs
What is the cost of producing additional car when 50 cars are being produced? What is the cost of producing additional care when 150 cars are being produced?
Suppose that in the market for comic book illustrators the substitution effect dominates the income effect While visiting Comic Con.
If the government starts welfare policy which pays B to all non workers and 0 to all workers, at what value of B will Mike opt out of the labor force and go on welfare?
Prepare a table/graph for inflation in "your country" (use North Korea for the country; if no data is available, use India) for about the latest ten year period for which you have data.
The following table shows the hours per week supplied to a particular market by three individuals at various wage rates. Calculate the total hours Per week (Q T ) supplied to the market.
Explain whether the evidence above suggests whether the dollar is appreciating or depreciating relative to the Euro. What is your conclusion? Explain how you come to that conclusion.
Shelly's preferences for consumption and leisure can be expressed as. This utility function implies that shelly's marginal utility of leisure is C-200 and her marginal utility of consumption is L-80.
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