The following table shows economic development measured in per capita income PCINC. Year PCINC Year PCINC 1870 339 1920 1,040 1880 490 1930 1, 166 1890 591 1940 1,362 1900 747 1950 1, 842 1910 918...


The following table shows economic development measured in per capita income PCINC.<br>Year<br>PCINC<br>Year<br>PCINC<br>1870<br>339<br>1920<br>1,040<br>1880<br>490<br>1930<br>1, 166<br>1890<br>591<br>1940<br>1,362<br>1900<br>747<br>1950<br>1, 842<br>1910<br>918<br>1960<br>2, 123<br>Table 12.7<br>a.<br>What are the independent and dependent variables?<br>The independent variable is the<br>and the dependent variable is the<br>yesar<br>pr pla me<br>b. Which of the following is the correct scatterplat for the data above?<br>2500<br>2 2000-<br>a 1500<br>1000-<br>A 500-<br>1980<br>1920<br>X- year<br>1880<br>1940<br>1960<br>1900<br>2500<br>2000-<br>1500<br>1000-<br>a 500-<br>1880<br>1900<br>1920<br>1940<br>1960<br>1980<br>X- year<br>2500-<br>2000-<br>1500<br>1000<br>500<br>1880<br>1900<br>1920<br>X- year<br>1940<br>1960<br>2500<br>2000-<br>1500<br>1000<br>500<br>1880<br>1900<br>1920<br>1940<br>1960<br>1980<br>X-year<br>aucoM eyndeo ad - d<br>

Extracted text: The following table shows economic development measured in per capita income PCINC. Year PCINC Year PCINC 1870 339 1920 1,040 1880 490 1930 1, 166 1890 591 1940 1,362 1900 747 1950 1, 842 1910 918 1960 2, 123 Table 12.7 a. What are the independent and dependent variables? The independent variable is the and the dependent variable is the yesar pr pla me b. Which of the following is the correct scatterplat for the data above? 2500 2 2000- a 1500 1000- A 500- 1980 1920 X- year 1880 1940 1960 1900 2500 2000- 1500 1000- a 500- 1880 1900 1920 1940 1960 1980 X- year 2500- 2000- 1500 1000 500 1880 1900 1920 X- year 1940 1960 2500 2000- 1500 1000 500 1880 1900 1920 1940 1960 1980 X-year aucoM eyndeo ad - d
C.<br>Use regression to find the line of best fit and the correlation coefficient.<br>Round your answers to two decimal places.<br>y =<br>18.639x-34631.479<br>r =<br>0.947<br>d.<br>What is the slope of the regression equation? What does it mean?<br>The slope of the regression equation is<br>0.947<br>and it means that per capita income<br>by Number<br>for each year.<br>increases<br>е.<br>Use the line of best fit to estimate PCINC for 1900, and for 2000.<br>Round your answers to the nearest integer (dollar).<br>When the year is 1900, y<br>783<br>When the year is 2000, y<br>2447<br>

Extracted text: C. Use regression to find the line of best fit and the correlation coefficient. Round your answers to two decimal places. y = 18.639x-34631.479 r = 0.947 d. What is the slope of the regression equation? What does it mean? The slope of the regression equation is 0.947 and it means that per capita income by Number for each year. increases е. Use the line of best fit to estimate PCINC for 1900, and for 2000. Round your answers to the nearest integer (dollar). When the year is 1900, y 783 When the year is 2000, y 2447

Jun 08, 2022
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