7. For a sample of 20 monthly observations, a financial analyst wants to regress the percentage rate of return (Y) of the common stock of a corporation on the percentage rate of return (X) of standard and Poor's 500 Index. The following information is available: 20 20 20 >y = 22.6 , X = 25.4 , xỉ = 145.7 Syi = 180.5 , xy = 150.5 a. Compute the sample correlation coefficient and interpret your answer. b. Test to determine the significance of the linear relationship between x and y. c. Estimate the linear regression of Y on X, and interpret your results. Hence write the regression line and estimate Y when X is 8%.

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7. For a sample of 20 monthly observations, a financial analyst wants to regress the percentage rate of
return (Y) of the common stock of a corporation on the percentage rate of return ( X) of standard and
Poor's 500 Index. The following information is available:
20
20
20
20
20
>y = 22.6 , x = 25.4 , ) xỉ = 145.7 ,) yf = 180.5 ,
*Y = 150.5
a. Compute the sample correlation coefficient and interpret your answer.
b. Test to determine the significance of the linear relationship between x and y.
c. Estimate the lincar regression of Y on X, and interpret your results. Hence write the regression line
and estimate Y when X is 8%.
Transcribed Image Text:7. For a sample of 20 monthly observations, a financial analyst wants to regress the percentage rate of return (Y) of the common stock of a corporation on the percentage rate of return ( X) of standard and Poor's 500 Index. The following information is available: 20 20 20 20 20 >y = 22.6 , x = 25.4 , ) xỉ = 145.7 ,) yf = 180.5 , *Y = 150.5 a. Compute the sample correlation coefficient and interpret your answer. b. Test to determine the significance of the linear relationship between x and y. c. Estimate the lincar regression of Y on X, and interpret your results. Hence write the regression line and estimate Y when X is 8%.
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