None Real money demand in an all currency economy with fixed real output and real interest rate and constant moneygrowth and inflation rates is L = 0.20Y-560i, where Y is real income and i is the nominal interest rate. In equilibrium,real money demand, L, equals real money supply, M/P. Suppose that Y is 600 and the real interest rate, r, is 0.08.a. What inflation rate maximizes seignorage? 0.07 (Round to two decimal places.)[Hint: Use calculus to maximize seignorage, or generate a table to calculate seignorage revenue for every .02 rates ofinflation between 0.00 and 0.30.]What is the maximum amount of seignorage revenue? 2.52 (Round to two decimal places.)b. Repeat Part (a) for the case in which Y = 800 and r = 0.10.What inflation rate maximizes seignorage? ☐ (Round to two decimal places.)What is the maximum amount of seignorage revenue? ☐ (Round to two decimal places.)

To solve for the inflation rate that maximizes seignorage and the maximum amount of seignorage…

Answered: Real money demand in an all currency…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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The supply of credit cards is given by q = 1400X, where X are real credit card balances, q isthe real price of the credit card balance. You also know that R = 0.05 (nominal interest rate)and P = 100. Answer the following questions about this:(a) If the money supply is M s= $5, 000, if P = 100 is the equilibrium price level, find Y (realoutput).(b) Suppose that the Federal Reserve Bank decides to increase the money supply by 10%.How much is the inflation rate as a result? Explain and justify your answer. (c) Further suppose that at the same time, real output, Y , increases by 10%. Now what isthe inflation rate? Does our quantity theory of money hold here? 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.
Assume that investment, government expenditures, taxes are autonomous.C = 2000 + 0.65* (Y-T)I = 900 – 50iG = 400T = 1500M = 1000P = 2L = 0.50Y-25ia.What is the value of the sensitivity money demand to the level of income?b.What is the value of the nominal supply?c.What expression represents the IS curve?d.What is the equilibrium interest rate, i*?e.What is the equilibrium income, Y*?
Suppose that the nominal interest rate is zero, that is, R= 0. a. In this case, in terms of real income Y and the price level P, the real equilibrium quantity of credit card balances is
In a particular economy the real money demand function is Real Interest Rate, r (%) 0.451 M 0.40- 3,000 + 0.10Y-9,000i. P 0.35- Assume that M = 7,000 and P = 2. Initially, expected inflation, zewas 0.02. Initially, when Y= 8000, the real interest rate of 0.013 cleared the asset market and when Y = 9000, the real interest rate of 0.024 cleared the asset market. The initial LM curve is drawn as 0.30- 0.25 0.20- LM,. 0.15- Now suppose that the expected inflation rate increases to 0.03. Using the new expected inflation rate, calculate the real interest rate that clears the asset market when Y = 8000. (Enter your answer in decimals, rounded to three decimals.) D. This is point C. 0.10- LM, 0.05- 0.00+ 7 8 10 Output, Y (thousands)
Consider an economy with the following measures: (a) The nominal interest rate is 2%. The rate of growth of money supply is 5%. The velocity growth is constant. What is the growth in nominal GDP? ) In the context of introduction of robots into manufacturing, what is the difference be- (b) tween the productivity effect and the reinstatement effect? (c) thinking about the effect of higher capital income taxes. 3) Briefly describe any two of the three elasticities that Diamond and Saez mention in
Which of the following is true about the expected real interest rate? A) It is equal to the nominal interest rate plus the expected inflation rate. B) It is equal to the ratio of the nominal interest rate to the inflation rate. It increases as the price level increases. D) It is always positive. E It is negative if the expected inflation rate exceeds the nominal interest rate.
=0. An economy is described by the following equations: AD: SRAS: Okun's law: Y = 4000 + 2(M/P) Y = ybar + 100(P-P) (Y-ybar)/ybar =-2(u-ubar). Assume ybar 6000 and ubar=0.05. = A) Suppose that the nominal money supply has long been at M = 4000 and is expected by the public to remain constant forever. The equilibrium value of P is The equilibrium value of P is, The equilibrium value of Y is, The equilibrium value of u is The equilibrium value of x is, (2 points each) B) A totally unexpected increase in in the money supply occurs, raising it from 4000 to 5250. [Part B is for extra credit] The short run equilibrium value of P is The short run equilibrium value of Pe is_ The short run equilibrium value of Y is The short run equilibrium value of u is. The value of unanticipated inflation, which is defined as (P-P)/P, is, The value of the slope of the short-run Phillips curve is (2 points each)
Suppose the public expects a 7 percent inflation rate, while the Federal Reserve unexpectedly allows the money growth rate to be 4 percent. In the short run, we expect that investment spending by firms will and consumer durable spending will 000 decrease; decrease increase; increase decrease; increase increase; decrease
Assuming that at equilibrium real money supply (M$/P) is equal to real money demand (Md /P), which is assumed to be a function of real income (Y), nominal interest rate (R), and technology (A) as follows: MS Y =A- R P (a) Specify the assumptions needed to uphold the prediction of quantity theory of money claiming that the ratio of money to GDP is constant in the long run.e (b) Assuming that the growth rate of Y is 4%, the growth rate of R is 0, and the growth rate of A is -1%, draw a diagram to indicate the relation between growth rate of MS (on the X-axis) and inflation rate (on the Y-axis).
Suppose that inflation increases from Year #1 to Year#2 without growth. Which of the following graphs correctly shows this situation? (Note: Year #2 positions are shown with dark blue lines.) Price Level Price Level a Ps 0 1 LRAS QN Q₁ LRAS ON 0₁ A) Graph A B) Graph B C) Graph C D) Graph D SRAS SRAS UI SRAS, AD, (M-$800 billion; V - 3) MTD AD₂ (M-$820 billion; V = 3) SRAS, (c) MVT Real GDP AD₂ (M-$800 billion; V - 4) AD, (M-$800 billion; V - 3) Real GDP Price Level Price Level Qa 0 ON P₁ O -- 1 1 0₁ ON 2 -=-= LRAS 1 T LRAS 6 ở SRAS, SRAS₂ AD, (M-$800 billion; V-3) (b) AD₂ (M-$780 billion; V- 3) SRAS1 MIV SRAS2 (d) MV↓ Real GDP AD, (M-$800 billion; V-3) AD₂ (M-$900 billion; V=2) Real GDP
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…
b. Suppose a country has a money demand function (M/P)d= kỲ, where k is a constant parameter. The money supply grows by 12 percent per year, and real income grows by 4 percent per year. What is the average inflation rate?

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