1. McGraw-Hill/Irwin © 2009 The McGraw-Hill Companies, All Rights Reserved Chapter 5 Inflation and the Price Level

2. 5-2 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17- All Learning Objectives 1.Explain how the Consumer Price Index is constructed and use it to calculate the inflation rate 2.Show how the CPI is used eliminate the effects of inflation in economic data 3.Discuss the two most important biases in the CPI 4.Distinguish between inflation and relative price changes to find the true cost of inflation 5.Understand the connections among inflation, nominal interest rates, and real interest rates

3. 5-3 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 1 Measuring the Price Level  Consumer Price Index (CPI) is a measure of changes in prices. It measures:  The cost of a standard basket of goods and services in a given year  Relative to the cost of the same basket of goods and services in the base year  CPI is:  Not the price of a specific good or service  An index, no units of measurement

4. 5-4 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 1 Calculating the CPI 2000 Spending Monthly Cost in 2000 Rent (2 bedroom apartment) $500 Hamburgers (60 at $2 each) 120 Movie tickets (10 at $6 each) 60 Monthly expenditures $680 2005 Spending Monthly Cost in 2005 Rent (2 bedroom apartment) $630 Hamburgers (60 at $2.50 each) 150 Movie tickets (10 at $7 each) 70 Monthly expenditures $850

5. 5-5 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 1 Calculating the CPI  CPI is the ratio of the cost of the basket of goods in current year to the cost in the base year  Base year cost $680  2005 cost $850 CPI = (850 / 680) (100) = 1.25  Cost of living in 2005 is 25% higher than in 2000  CPI for the base year is always 1  CPI for a given period is the cost of living in that period relative to what it was in the base year

6. 5-6 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 1 Inflation  The rate of inflation is the annual percentage change in the price level  Inflation in 2004 (1.889 – 1.840) / 1.840 = 0.027 = 2.7%  Inflation in Great Depression  Period of falling output and prices  Inflation rates are negative YearCPIInflation 20031.840 20041.8892.7% 20051.9533.4% 20062.0163.2% 20072.0732.8% YearCPIInflation 19290.171 19300.167–2.3% 19310.152–9.0% 19320.137–9.9% 19330.130–5.1%

7. 5-7 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 1 US Inflation Rates

8. 5-8 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 Adjusting for Inflation  A nominal quantity is measured in terms of its current dollar value  A real quantity is measured in physical terms  Quantities of goods and services  To compare values over time, use real quantities  Deflating a nominal quantity converts it to a real quantity  Divide a nominal quantity by its price index to express the quantity in real terms

9. 5-9 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 Family Income in 2000 and 2005  Can a family buy more with $20,000 in income in 2000 or with $22,000 in 2005?  2000 is the base year for the CPI  Deflate nominal income in both years to get real income  Compare real income  $20,000 in 2000 has the greater purchasing power Year Nominal Income 2000 $20,000 2005 $22,000 CPI 1.00 1.25 Real Income $20,000/1.00 = $20,000 $22,000/1.25 = $17,600

10. 5-10 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 Real Wages  Real wage is the purchasing power of worker's nominal wages  The real wage for any given period is calculated by dividing the nominal wage by the CPI for that period  US production worker wages  CPI uses 1982 – 1984 as base year  Real wages were higher in 1970 Year Average Wage 1970 $3.40 2004 $15.68 CPI 0.388 1.889 Real Average Wage $3.40 / 0.388 = $8.76 $15.68 / 1.889 = $8.30

11. 5-11 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 Production Workers’ Wages, 1960 - 2006

12. 5-12 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 Indexing to Maintain Purchase Power  Indexing increases a nominal quantity each period by the percentage increase in a specific price index  Indexing prevents the purchasing power of the nominal quantity from being eroded by inflation  Example 1: Social Security benefits  Example 2: How indexing is included in labor contracts

13. 5-13 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 2 How indexing is included in labor contracts  An indexed labor contract  First year wage is $12 per hour  Real wages rise by 2% per year for next 2 years  Relevant price index is 1.00 in first year, 1.05 in the second, and 1.10 in the third  Nominal wage is real wage times the price index Year Real Wage 1 $12.00 2 $12.24 3 $12.48 Price Index 1.00 1.05 1.10 Nominal Wage $12.00 $12.85 $13.73

14. 5-14 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 3 CPI Quality Adjustment Bias  One important bias in the CPI is its measurement of price changes but not quality changes  PC with 20% more memory has 20% higher price  Not the same PC as the one with less memory  If not adjustment is made for quality, PC's contribution to the CPI will be 20%  Adjusting for quality is difficult due to large numbers of goods  Incorporating new goods is difficult  No base year price for this year's new goods

15. 5-15 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 3 CPI Substitution Bias  CPI uses a fixed basket of goods and services  When the price of a good increases, consumers buy less and substitute other goods. Failing to account for substitution overstates inflation.  Example: base year cost of market basket Item 2000 price2000 Spending Coffee (50 cups) $1.00$50.00 Tea (50 cups) $1.00$50.00 Bread(100) $1.00$100.00 Total $200.00

16. 5-16 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 3 CPI Substitution Bias  In 2005, coffee and scones are more expensive  Buying exactly the same basket of goods costs $300, compared to $200 in 2000  CPI = 300 / 200 = 1.50 Item 2005 price2000 Spending Coffee (50 cups) $2.00$100.00 Tea (50 cups) $1.00$50.00 Bread (100) $1.50$150.00 Total $300.00

17. 5-17 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 3 CPI Substitution Bias  Actually, consumer substitutes tea for coffee  Bread purchases constant  True CPI for consumer is 250 / 200 = 1.25  CPI estimate of 1.50 is 20% higher than the consumer's experience Item 2005 price2000 Spending Coffee (00 cups) $2.00$0.00 Tea (100 cups) $1.00$100.00 Bread (100) $1.50$150.00 Total $250.00

18. 5-18 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Inflation vs. Relative Price Increase  Price level is the overall level of prices at a particular point in time  Measured by a price index such as the CPI  Relative price of a specific good is a comparison to the prices of other goods and services  Price of gas rise by 10%, other goods rise by 3%  Price of gas rise by 3 %, other goods rise by 10%  Suppose we have a one-time doubling of the gas price  Overall price level and inflation increase by a small amount  The increase in the relative price of gasoline is large

19. 5-19 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Inflation and Relative Prices YearCPIInflation 20001.20 20011.3210% 20021.406% Oil Price Change 8% Relative Price of Oil -2% 2%

20. 5-20 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Costs of Inflation  “Noise” in the price system  Distortions of the tax system, when provisions of tax code are not indexed  Shoe-leather cost  Unexpected redistribution of wealth  Interference with long-term planning

21. 5-21 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Noisy Prices Inflation creates static in the communication  Buyers and sellers can't easily tell whether  The relative price of this good is increasing OR  Inflation is increasing the price of this good and all others  Deciding these issues requires market participants gather information – at a cost  Response to changing prices is tentative and slow

22. 5-22 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Unexpected Redistribution of Wealth  Unexpected inflation redistributes wealth  Example: Unexpectedly high inflation benefits borrowers at the expense of lenders  Borrowers repay with dollars worth less than anticipated

23. 5-23 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 4 Long-Run Planning  Some decisions have a long time horizon  Erratic inflation makes planning risky  Retirement planning requires an estimated cost for your desired life-style  Erratic inflation makes estimation difficult  Save too little and you live less well in the future  Save too much and you live less well now

24. 5-24 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 5 Inflation and Interest Rates  Unanticipated inflation helps borrowers and hurts lenders  Real interest rate is the annual percentage increase in the purchasing power of financial assets Real interest rate = nominal interest rate – inflation rate r = i -   Nominal interest rate is the annual percentage increase in the dollar value of an asset  Nominal interest rates are the most commonly stated rates

25. 5-25 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 5 Inflation and Interest Rates  Interest rates on government bonds for selected years since 1970  Real interest rate is nominal interest rate minus inflation  Real interest rate was highest in 1985, 3.9%  Real interest rate was lowest in 1975, – 3.3%  Financial investors and lenders do best when the real interest rate is high Year Interest Rate (%) Inflation Rate (%) 19706.5%5.7% 19755.89.1 198011.513.5 19857.53.6 19907.55.4 19955.52.8 20005.93.4 20041.42.7

26. 5-26 © The McGraw-Hill Companies, Inc., 2009 McGraw-Hill/Irwin LO 17 - 5 US Inflation and Interest Rates, 1960 - 2006