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Download Chapter 8 review -answers in bold Suppose an economy`s real GDP
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Chapter 8 review -answers in bold 1. Suppose an economy's real GDP is $50,000 in year 1 and $55,000 in year 2. What is the growth rate of its GDP? Assume that population was 100 in year 1 and 105 in year 2. What is the growth rate in GDP per capita? $5,000/$50,000 or 10% in year 1. The per capita growth can be calculated as follows: $500 per capita in year 1 ($50,000/100); $523.81 per capita in year 2 ($55,000/105). The change is 23.81 compared to base of $500 or 23.81/500 = 4.77%. [text: E pp. 136-137; MA pp. 136-137] 2. Which is more important — increasing inputs of resources or increasing the productivity of those inputs — as the main source of economic growth in the United States? Explain. Both resource quantity and resource productivity contribute significantly to increased economic growth in the United States. About a third of the increase in economic growth comes from increases in resource input and about two-thirds from increases in resource productivity. Clearly, it is not the quantity of resources that is most important but the quality of resources and how they are used for production. [text: E p. 137; MA p. 137] 3. We are in the expansion phase. We are coming out of a recession and employment, output are both increasing 4. In the table below are statistics showing the labor force and total employment during year 1 and year 5. Make the computations necessary to complete the table. (Number of persons is in thousands.) Year 1 Year 5 Labor force 95,450 108,250 Employed 90,325 100,830 Unemployed ______ ______ Unemployment rate ______ ______ (a) How is it possible that both employment and unemployment increased? (b) Would you say that year 5 was a year of full employment? (c) Why is the task of maintaining full employment over the years more than just a problem of finding jobs for those who happen to be unemployed at any given time? Year 1 Year 5 Labor force 95,450 108,250 Employed 90,325 100,830 Unemployed 5,125 7,420 Unemployment rate 5.4% 6.8% (a) The labor force increased more than employment increased. (b) No, the unemployment rate of 6.8% is greater than the full employment rate of 5– 5.5%. (c) The number of people looking for work expands. [text: E pp. 140-141; MA pp. 140141] 5. What is “demand-pull” inflation? “Demand-pull” inflation is the traditional view that inflation is caused by growing total demand bidding up the prices of output in a period of nearly full or full employment. [text: E pp. 147-148; MA pp. 147-148] 6. Evaluate the statement: “Inflation only benefits the rich.” Inflation is not a benefit for society and does not necessarily benefit the rich. The redistributive effects of inflation on the rich and the poor are arbitrary. Unanticipated inflation benefits some people in society, such as debtors, and hurts others, such as fixednominal-income receivers, savers, and creditors. The rich are often found in these latter groups who are hurt by unanticipated inflation. [text: E pp. 150-151; MA pp. 150-151] 7. Explain the difference between real and nominal income. How can you get an approximation of the percentage change in real income from one time period to another? Real income is determined by dividing nominal income by the price level expressed in hundredths. The percentage change in real income can be approximated by subtracting the percentage change in the price level from the percentage change in nominal income. [text: E pp. 149-150; MA pp. 149-150] 8. Answer the next four questions based on the following data using year 1 as the base year. All dollars are in billions. Year Nominal income CPI 1 $3,166 100 2 3,402 104 3 3,774 108 4 3,989 112 (a) Find real income in year 4. (b) What was the percentage rise in prices between years 1 and 3? (c) What was the percentage rise in prices between years 2 and 4? (d) What was the increase in real income from year 3 to year 4 in %? (a) $3,562 (b) 8% (c) (112 minus 104) divided by 104 equals 0.077. 0.077 x 100 = 7.7% (d) Find real income for years 3 and 4. Subtract the two figures and divide by real income in year 3. Multiply by 100 to express in percent. Result is $3,562 – $3,494 = $68; $68/$3,494 = 0.019; 0.019 x 100 = 1.9% growth in real income. [text: E pp. 149-150; MA pp. 149-150]