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For women age 25 and over in the U.S. in 2002 , the relationship betw.pdf

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The document provides statistics about the relationship between age and education level for women over 25 in the U.S. in 2002. It reports that on average, women were 36 years old with 14 years of education completed. It also gives the standard deviations of 20 years for age and 5 years for education. The document asks to write equations for the standard deviation line and regression line relating age and education using the given data.

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For women age 25 and over in the U.S. in 2002 , the relationship between age and education level (years of schooling completed) can be summarized as follows: average age 36 years, SD20 years average ed. level 14 years, SD5 years, r0 Write equations below that relate or estimate educational level based on age, using the form y=mx+b with variable names x and y and numerical values for slope and intercept rounded to 2 decimal places (for example, round 5.6667 to 5.67), a. Write the equation for the SD line: help (equations) b. Write the equation for the regression line: help (equations)

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  • 1. For women age 25 and over in the U.S. in 2002 , the relationship between age and education level (years of schooling completed) can be summarized as follows: average age 36 years, SD20 years average ed. level 14 years, SD5 years, r0 Write equations below that relate or estimate educational level based on age, using the form y=mx+b with variable names x and y and numerical values for slope and intercept rounded to 2 decimal places (for example, round 5.6667 to 5.67), a. Write the equation for the SD line: help (equations) b. Write the equation for the regression line: help (equations)