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Consider the following money demand function (in real terms)
M/P=kY – bi where k is the income elasticity and h is the (nominal) interest rate elasticity of real money balances. Assume that k > 0 and that h > 0. Further assume that the quantity of nominal money balances is fixed by the Bank of Canada at M and that the price level, P, is also fixed at P.
a. Derive the equation for the LM curve.
b. What is the slope of the LM curve?
c. Discuss how the slope of the LM curve is affected by k and h.
Illustrate what effect would a period of rapid inflation likely have on the role of money.
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Rachel utility function is given by U= I 1/2 , where I represents annual income in thousands of dollars. Assume Rachel is currently earning income of $23,000 (I =23) and can earn that income next year with certainty.
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In the 1st half of the 20th century, AT&T had a near monopoly on local and long distance phone service. The company charged a price for local telephone services.
Elucidate how would this technological change affect the price elasticity of demand for natural gas
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Suppose supply of a good is perfectly elastic at a price of $5. The market demand curve for this good is linear, with zero quantity demanded at a price of $25. Given that the slope of this linear demand curve is -0.25, draw a supply and demand.
A project consists of 20 activities whose duration time estimates in days are given below activity duration activity duration
A rise increase in elasticity of demand will also rise monopoly power.
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