Suppose the real interest rate rises to 0.11, and expected inflation rises to 0.09, but Y and MS are unchanged. What would the inflation rate be? Select one: a. 4% O b. 10% C. 6% d. 8%
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- Suppose that an economy has a constant nominal money supply, a constant level of real output Y = 1500, and a constant real interest rate r = 0.05, and it’s expected rate of inflation is 2%, i.e, πe = .02. Suppose that the income elasticity of money demand is ηY = 0.5 and the interest elasticity of demand ηi = –0.2. (a) Suppose that Y decreases to 1425, r remains constant at 0.05 and there is no change in the expected rate of inflation. What is the percentage change in the equilibrium price level? (b) Suppose that r increases to 0.06 and Y remains at 1500. Assuming that expected inflation remains at πe = .02, what is the percentage change in the equilibrium price level? (c) Suppose that r increases to 0.06. Assuming that πe = .02, what would real output have to be for the equilibrium price level to remain at its initial value?Suppose the money demand function is = 1000 + 0.2Y - 1000 (r + πe). Required (a.) Calculate velocity if Y = 2000, r = 0.06, and πe = 0.04. (b.) If the money supply (Ms) is 2600, what is the price level? (c.) Now suppose the real interest rate rises to 0.11, but Y and Ms are unchanged. What happens to velocity and the price level? (d.) For part (c.), if the nominal interest rate were to rise from 0.10 to 0.15 over the course of a year, with Y remaining at 2000, what would the inflation rate be?Now, consider an economy in which the demand for money is of the formY(1 + it)for t = 0, 1, 2, · · · , where output is 150 and it denotes the nominal interest rate inperiod t. The REAL INTEREST RATE, denoted r, is constant and equal to 4%. In period0 and 1, the money supply is 100 and people expect that money supply wouldbe 100 forever. People have rational expectations. In period 2, the central banksurprises people and sets the money supply will grow at 2 percent forever, that is,M0 = 100, M1 = 100, M2 = (1.02)M1, M3 = (1.02)M2, and so on. A. Find the inflation rate, nominal interest rate, real money balance in period 1,and expected inflation in period 2, given the information available in period1, π1, i1,M1 / P1, and, E1π2. B. Find the inflation rate, nominal interest rate, real money balance in period 2,and expected inflation in period 3, given the information available in period 2. (π2, i2, M2 / P2 and E2π3.) C. Find the inflation rate, nominal interest rate, and real money…
- Now, consider an economy in which the demand for money is of the formY / (1 + it) for t = 0, 1, 2, · · · , where output is 150 and it denotes the nominal interest rate inperiod t. The real interest rate, denoted r, is constant and equal to 4%. In period0 and 1, the money supply is 100 and people expect that money supply wouldbe 100 forever. People have rational expectations. In period 2, the central banksurprises people and sets the money supply will grow at 2 percent forever, that is,M0 = 100, M1 = 100, M2 = (1.02)M1, M3 = (1.02)M2, and so on. A . Find the inflation rate, nominal interest rate, real money balance in period 1,and expected inflation in period 2, given the information available in period1, π1, i1, M1 / P1 and, E1π2. B . Find the inflation rate, nominal interest rate, real money balance in period 2, and expected inflation in period 3, given the information available in period 2, π2, i2, M2 / P2 and E2π3. C . Compare E1π2 and π2.Suppose the economywide demand for money is given by: M = P(0.2Y – 25,000i). The price level Pequals 3, and real output Y equals 8,000. At what value should the Fed set the nominal money supply if it wants to set the nominal interestrate at 2 percent?consider an economy in which the demand for money is of the formY / (1 + it)for t = 0, 1, 2, · · · , where output is 150 and it denotes the nominal interest rate in period t. The real interest rate, denoted r, is constant and equal to 4%. In period0 and 1, the money supply is 100 and people expect that money supply wouldbe 100 forever. People have rational expectations. In period 2, the central banksurprises people and sets the money supply will grow at 2 percent forever, that is,M0 = 100, M1 = 100, M2 = (1.02)M1, M3 = (1.02)M2, and so on. A. Find the inflation rate, nominal interest rate, real money balance in period 1,and expected inflation in period 2, given the information available in period1, π1, i1, M1/P1 and, E1π2. B. Find the inflation rate, nominal interest rate, real money balance in period 2, and expected inflation in period 3, given the information available in period2, π2, i2, M2 / P2 and, E2π3. C. Find the inflation rate, nominal interest rate, and real money…
- Assume that the demand for real money balance (M / P) is M / P = 0.8Y – 200i, where Y is national income, and i is the nominal interest rate (in percent). The real interest rate r is fixed at 5 percent by the investment and saving functions. The expected inflation rate equals the rate of nominal money growth. If Y is 2,500, P is 1.2, and the growth rate of nominal money is 2 percent, what must i and M be? Show all your work, show formula used and explain why.Suppose that the real money demand function is L(Y,r+πe)=0.3Y÷ (r+πe) Where Y is real output, r is the real interest rate, and πe is the expected rate of inflation. Real output is constant over time at Y = 1500. The real interest rate is fixed in the goods market at r = 0.5 per year. Suppose that the nominal money supply is growing at the rate of 10% per year and that this growth rate is expected to persist for ever. Currently, the nominal money supply is M = 400. What are the values of the real money supply and the current price level? (Hint: What is the value of the expected inflation rate that enters the money demand function?). Suppose that the nominal money supply is M = 400. The Bank of Namibia announces that from now on the nominal money supply will grow at the rate of 5% per year. If everyone believes this announcement, and if all markets are in equilibrium, what are the values of real money supply and the current price level? Explain the effects on the…Consider an economy in which the demand for money is of the formMt =(1/v) PtYfor t = 0, 1, 2, · · · , where output is 150, the money velocity is 1.5. The money supplyis 100 for t = 0, 1. In period 2, the central bank surprises people and announcethat money supply will grow at 2 percent forever, that is, M0 = 100, M1 = 100,M2 = (1.02)M1, M3 = (1.02)M2, and so on a. What is the inflation rate in period 1, π1? What is real money balance in period 1, M1 / P1? What is the expected inflation in period 2, given the informationavailable in period 1, E1π2? b. What is the inflation rate in period 2, π2? What is real money balance inperiod 2, M2/P2? What is expected inflation in period 3, given the informationavailable in period 2, E2π3? c. 4. Compare E1π2 and π2.
- Consider an economy with a constant nominal money supply, a constant level of real output Y=100, and a constant real interest rate r =0.10. Suppose that the income elasticity of money demand is 0.5 and the interest elasticity of money demand is -0.1. A. By what percentage does the equilibrium price level differ from its initial value if output increases to Y=106 (and r remains a 0.10)? B. By what percentage does the equilibrium price level differ from its initial value if the real interest rate increases to r=0.11 (and Y remains at 100)? C. Suppose that the real interest rate increases to r=0.11. What would real output have to be for the equilibrium price level to remain at its initial value? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.Please pleaseee do this Question : For this question assume that the real money demand function is L(R, Y) = kY - hR where k > 0 represents the sensitivity of the money demand to income and h > 0 represents the sensitivity of the money demand to the interest rate. Suppose that these sensitivity parameters are not known for the economy of Macroland and there are two possibilities: it is either i) high k and low h, or ii) low k and high h. To understand which one of these two scenarios is correct you analyze a given policy change: an increase in the overall level of taxes. Using the AA-DD model, compare and contrast the short run effects of this policy change in Macroland under these two scenarios. Explain your results intuitively.4. Justin's demand for good 1 is given by the formula: x1d(p1,p2,I)=2⋅I/4⋅p1+6⋅p2, Suppose... p1=$7/unit p2=$7/unit and I=$266 By how much will Justin's consumption of good 1 change if all prices AND his income were to double? (When all prices and income increase by the same percent, as is the case here, this is called "pure inflation"). (Note: The numbers may change between questions, so read carefully) (Note: The answer may not be a whole number, so round to the nearest hundredth)
