Question

Year Nominal GDP (billions of dollars) GDP Deflator (2005 = 100) Real GDP ($bn) 1960 543.3...

Year

Nominal GDP (billions of dollars)

GDP Deflator (2005 = 100)

Real GDP ($bn)

1960

543.3

19.0

1965

743.7

20.3

1970

1075.9

24.8

1975

1688.9

34.1

1980

2862.5

48.3

1985

4346.7

62.3

1990

5979.6

72.7

1995

7664.0

81.7

2000

10289.7

89.0

Homework Answers

Answer #1

Answer:

Year

Nominal GDP (billions of dollars)

GDP Deflator (2005 = 100)

Real GDP ($bn)

1960

543.3

19.0

543.3 / 19.0 = 28.59

1965

743.7

20.3

743.7 / 20.3 = 36.63

1970

1075.9

24.8

1075.9 / 24.8 = 43.38

1975

1688.9

34.1

1688.9 / 34.1 = 49.53

1980

2862.5

48.3

2862.5 / 48.3 = 59.26

1985

4346.7

62.3

4346.7 / 62.3 = 69.77

1990

5979.6

72.7

5979.6 / 72.7 = 82.25

1995

7664.0

81.7

7664.0 / 81.7 = 93.81

2000

10289.7

89.0

10289.7 / 89.0 = 115.61

Formula used in calculation:

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
The accompanying table shows data on nominal GDP (in billions of dollars), real GDP (in billions...
The accompanying table shows data on nominal GDP (in billions of dollars), real GDP (in billions of 2005 dollars), and population (in thousands) of the United States in 1960, 1970, 1980, 1990, 2000, and 2010. The U.S. price level rose consistently over the period 1960–2010. Year Nominal GDP (billions of dollars) Real GDP (billions of 2005 dollars) Population (thousands) 1960 $526.4 $2,828.5 180,760 1970 1,038.5 4,266.3 205,089 1980 2,788.1 5,834.0 227,726 1990 5,800.5 8,027.1 250,181 2000 9,951.5 11,216.4 282,418 2010...
The following table gives information on nominal GDP (in billions of $) and the GDP deflator...
The following table gives information on nominal GDP (in billions of $) and the GDP deflator (base year = 2009): Year NGDP Deflator RGDP 1950 2000 2015 300 10,252 18,219 13.064 78.069 104.757 a.   Fill in the values for real GDP. b. Using the growth formula that we identified in class, calculate the average annual rates of nominal and real GDP growth from 1950 to 2000 (n = 50 years). Which do you think gives a better indicator of true...
Average Daily TV Viewing Time Per U.S. Household Year Hours Min Total Min 1950 4 20...
Average Daily TV Viewing Time Per U.S. Household Year Hours Min Total Min 1950 4 20 260 1955 4 50 290 1960 5 8 308 1965 5 23 323 1970 5 33 333 1975 5 47 347 1980 6 13 373 1985 6 24 384 1990 6 14 374 1995 6 43 403 2000 7 2 422 2005 7 25 445 2010 7 55 475 Fit a linear trend to the Total Min data. yˆ = t +
Given information: Year Nominal GDP (Billions) Gdp Deflator Population CPI Medium Family Income Question: Calculate and...
Given information: Year Nominal GDP (Billions) Gdp Deflator Population CPI Medium Family Income Question: Calculate and state the following for the years shown for the XYZ economy: the rates of growth (% per year) of :nominal GDP;  real GDP;  real GDP per capita, Real Medium family income (Provide the formula to calculate the above in detail)
Average Daily TV Viewing Time Per U.S. Household Year Hours Min Total Min 1950 4 35...
Average Daily TV Viewing Time Per U.S. Household Year Hours Min Total Min 1950 4 35 275 1955 4 51 291 1960 5 6         306 1965 5 29 329 1970 5 56 356 1975 6 7         367 1980 6 36 396 1985 7 10 430 1990 6 53 413 1995 7 17 437 2000 7 35 455 2005 8 11 491 2010 8 21 501 (a) Fit a linear trend to the Total Min data. (Round your answers...
It appears that over the past 50 years, the number of farms in the United States...
It appears that over the past 50 years, the number of farms in the United States declined while the average size of farms increased. The following data provided by the U.S. Department of Agriculture show five-year interval data for U.S. farms. Use these data to develop the equation of a regression line to predict the average size of a farm (y) by the number of farms (x). Discuss the slope and y-intercept of the model. Year Number of Farms (millions)...
It appears that over the past 50 years, the number of farms in the United States...
It appears that over the past 50 years, the number of farms in the United States declined while the average size of farms increased. The following data provided by the U.S. Department of Agriculture show five-year interval data for U.S. farms. Use these data to develop the equation of a regression line to predict the average size of a farm   by the number of farms  Discuss the slope and y-intercept of the model. Year Number of Farms (millions) Average Size (acres)...
It appears that over the past 50 years, the number of farms in the United States...
It appears that over the past 50 years, the number of farms in the United States declined while the average size of farms increased. The following data provided by the U.S. Department of Agriculture show five-year interval data for U.S. farms. Use these data to develop the equation of a regression line to predict the average size of a farm (y) by the number of farms (x). Discuss the slope and y-intercept of the model. Year Number of Farms (millions)...
A. Use the three- and seven-term moving averages to generate one-step ahead forecasts for 1981 to...
A. Use the three- and seven-term moving averages to generate one-step ahead forecasts for 1981 to the end of the series. Graph the results, and comment on the difference between the two moving averages. B. Compare the performance of the two procedures by calculating the RMSE and MAE. Why is Mape inappropriate in this case? Please show to do this in excel, I am having a difficult time understanding how this is done. Year GDP Growth 1963 4.4 1964 5.8...
Year-Year Percent Change in Commodities CPI Year-Year Percent Change in Services CPI Year Commodities% Services% 1960...
Year-Year Percent Change in Commodities CPI Year-Year Percent Change in Services CPI Year Commodities% Services% 1960 0.9 3.4 1961 0.6 1.7 1962 0.9 2.0 1963 0.9 2.0 1964 1.2 2.0 1965 1.1 2.3 1966 2.6 3.8 1967 1.9 4.3 1968 3.5 5.2 1969 4.7 6.9 1970 4.5 8.0 1971 3.6 5.7 1972 3.0 3.8 1973 7.4 4.4 1974 11.9 9.2 1975 8.8 9.6 1976 4.3 8.3 1977 5.8 7.7 1978 7.2 8.6 1979 11.3 11.0 1980 12.3 15.4 1981 8.4...