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Money Supply and Inflation Chap. 30 How does an increase in money supply cause inflation? Learning Targets: Neutrality of Money Real Goods vs. Nominal.

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Presentation on theme: "Money Supply and Inflation Chap. 30 How does an increase in money supply cause inflation? Learning Targets: Neutrality of Money Real Goods vs. Nominal."— Presentation transcript:

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2 Money Supply and Inflation Chap. 30 How does an increase in money supply cause inflation? Learning Targets: Neutrality of Money Real Goods vs. Nominal Goods

3 What is Inflation? Inflation has more to do with money losing value than goods increasing in price. How tall is a regulation basketball net? 10 ft. (12 inches = 1 foot) What if the government decided that 6 inches now equal 1 foot instead of 12 inches. Now, how tall is a regulation basketball net? 20 ft Did the “real” height of the basketball net change? The real height didn’t change, but the nominal height doubled, because the value of a foot was cut in half.

4 Money is like the “feet” in the last example! Money is merely a “unit of measurement.” Question: If money loses ½ its value and it costs twice as much to get a haircut, has the real value of that haircut changed? This is the idea behind … THE “NEUTRALITY” OF MONEY Changes in the value of money only affect the “nominal” value of goods, not the “real” value.

5 Real Variables vs. Nominal Variables Goods measured in dollars are “nominal” variables. Goods measured in units are “real” variables. Example A farmer grows 10 bushels of corn = Real Variable The Farmer’s income from selling the 10 bushels of corn for $70 = Nominal Variable

6 The Neutrality of Money If 1 bu. of corn costs $7 and 1 bu. of Wheat costs $3.5 Then the “real” value of 1 bu. of corn is 2 bu. of Wheat …(1bu. Corn = 2 bu. Wheat) If money loses ½ its value… then 1 bu. Corn = $14 and 1 bu. Wheat = $7 So, what is the “real” value of corn and wheat now? 1 bu. Corn = 2 bu. Wheat The real values of real variables have not changed!! It still takes 1 bu. Corn to buy 2 bu. Wheat!

7 So, the quantity of money people demand = price of goods = value of $ If the value of money goes down by 50%, what happens to prices? – PRICES DOUBLE – What happens to the quantity of money people will demand? – QUANTITY OF MONEY PEOPLE DEMAND WILL DOUBLE

8 Let’s try another example 1 oz. Gold = $1300 1 Ford Mustang (2014 Convertible) = $26,000 1 Mustang = 20 Oz. Gold If Money loses ½ its value, how much will each good cost? ($2,600 and $52,000) How many ounces of gold will it now take to buy one Mustang? 20 ounces! What’s the moral of this story????

9 If you think the value of money is going to decrease… Don’t store your wealth in NOMINAL goods (money)- Inflation hurts people who hold money. Store your wealth in REAL goods! The Price of Gold is up 100% in 6 years! Remind me…When did the Fed. announce their first round of Quantitative easing?

10 THE VALUE OF REAL GOODS DOESN’T CHANGE WITH INFLATION! So, if you are worried about inflation, where should you choose to store your wealth? MONEY? OR REAL GOODS? REAL GOODS

11 Can money really lose value that fast? Hyperinflation = Periods of time when inflation is 50% per month or more!

12 Hyperinflation in Zimbabwe (2007-2008)

13 THE MARKET FOR MONEY MONEY has a supply and demand curve like any other product. What factors determine the demand for money? – People demand money to buy things – If what you want to buy costs many dollars, your demand for dollars will be greater. What factors determine the supply of money? The Supply of Money is fixed at any given time by the Fed.

14 Figure 1 Money Supply, Money Demand, and the Equilibrium Price Level Copyright © 2004 South-Western Quantity of Money Value of Money, 1/ P Price Level, P Quantity fixed by the Fed Money supply 0 1 (Low) (High) (Low) 1 / 2 1 / 4 3 / 4 1 1.33 2 4 Equilibrium value of money Equilibrium price level Money demand A Money has a demand curve and a supply curve. In the long run, prices adjust to the equilibrium between money supply and money demand.

15 The Quantity Theory of Money The quantity of money in the economy determines the value of money. So, if there is a lot of money available in the economy, will the value of money be high or low? – low What affect will that have on prices? – Higher Prices – (Value of Money = 1/Price of Goods)

16 Figure 2 The Effects of Monetary Injection Copyright © 2004 South-Western Quantity of Money Value of Money, 1/ P Price Level, P Money demand 0 1 (Low) (High) (Low) 1 / 2 1 / 4 3 / 4 1 1.33 2 4 M1M1 MS 1 M2M2 MS 2 2.... decreases the value of money... 3.... and increases the price level. 1. An increase in the money supply... A B The Fed decides to increase the money supply. What will be the affect on prices and the value of money?

17 Figure 4 Money and Prices During Four Hyperinflations Copyright © 2004 South-Western (a) Austria(b) Hungary Money supply Price level Index (Jan. 1921 = 100) Index (July 1921 = 100) Price level 100,000 10,000 1,000 100 19251924192319221921 Money supply 100,000 10,000 1,000 100 19251924192319221921

18 Figure 4 Money and Prices During Four Hyperinflations Copyright © 2004 South-Western (c) Germany 1 Index (Jan. 1921 = 100) (d) Poland 100,000,000,000,000 1,000,000 10,000,000,000 1,000,000,000,000 100,000,000 10,000 100 Money supply Price level 19251924192319221921 Price level Money supply Index (Jan. 1921 = 100) 100 10,000,000 100,000 1,000,000 10,000 1,000 19251924192319221921

19 How Does Inflation Effect Interest Rates? Fisher Effect Nominal Interest Rate = Real Interest Rate + Inflation Rate Remember: Real variables are unaffected by inflation. So, the nominal rate MUST change with inflation over the long term

20 Inflation benefits borrowers who borrow at fixed rates. Borrowers PAY the nominal rate, but pay off the loan in “cheaper” dollars in the future. Example: Borrow at nominal 6%, inflation = 10%, the borrowers effective real rate = -4% Inflation hurts lenders if they lend at lower interest rates and then get paid off in money that has lost its value. Example: LEND at nominal 6%, inflation = 10%, the lenders effective real rate of return = -4%!! Who wins and who loses with unexpected inflation??

21 So, if you think inflation will increase where do you want to store your wealth ? In your piggy bank? NO In gold or silver? YES In corn, wheat or other agricultural futures? YES In real estate? YES, but be careful

22 In Stocks? Think about it… What does stock ownership represent? How about stocks of oil companies?? In Bonds? Definitely not long-term at fixed rates! In a New Car? Sure In artwork or other collectibles? O.K.

23 What Lessons Can be Learned by all this? If you expect inflation to be higher you don’t want to hold money, because it will lose value. You want to have your money in assets that will increase if prices of everything goes higher. Like what? Mineral Resources, like oil, copper, gold, silver Real Estate Commodities like farm products (rice, corn, wheat, soybeans) Stocks of companies with good products

24 What’s your answer? If inflation = 50% The cost of all goods increases by 50% Now, what would you rather be paid in, bikes or money? If you receive payment in dollars you have a negative 50% return on your investment, because your $1000 is now worth 50% less. What if you receive payment in bikes? Now, 1 Bike = $150 You would rather be paid in 10 Bikes (Real Variable) Real Variables are not affected by changes in the value of money!!

25 Money Supply and Inflation The Velocity of Money

26 Velocity and the Quantity Equation The velocity of money refers to the speed at which the typical dollar bill travels around the economy from wallet to wallet.

27 Velocity and the Quantity Equation V = (P  Y)/M – Where: V = velocity P = the price level Y = the quantity of output M = the quantity of money

28 Velocity and the Quantity Equation Rewriting the equation gives the quantity equation: M  V = P  Y

29 Figure 3 Nominal GDP, the Quantity of Money, and the Velocity of Money Copyright © 2004 South-Western Indexes (1960 = 100) 2,000 1,000 500 0 1,500 196019651970197519801985199019952000 Nominal GDP Velocity M2 Velocity has remained stable over time

30 Velocity and the Quantity Equation Rewriting the equation gives the quantity equation: M  V = P  Y So, if velocity has remained stable over time, an increase in the money supply must result in either an increase in prices or an increase in real output!

31 Velocity and the Quantity Equation The quantity equation relates the quantity of money (M) to the nominal value of output (P  Y).

32 Velocity and the Quantity Equation The quantity equation shows that an increase in the quantity of money in an economy must be reflected in one of three other variables: – the price level must rise, – the quantity of output must rise, or – the velocity of money must fall.


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