Because elderly people may have aifficulty standing to have their height moasured, a study looked at the reiationahip betwoen overal height and height to the knoe. Hore are data (n centimetera) for five eiderly men: Knee Height x 56.8 46.7 40.6 43.6 52.9 Height y 191.1 154.4 144.4 162.5 172.7 For this data, itis krown that Ex = 240.6, Ey = 825.1. = 11754.86, E = 137441.47 and Exy = 40148.43. What is the equation of the least-squares regression line for predicting height from knee height? ANSWER: ŷ =O Compute the linear correlation coefficient of these data, correct to four decimal places. ANSWER: Predict the mean height of an elderiy man with a knee height of 58 centimetera. ANSWER: Assume known that s, = 7.47858. Find a 99% confidence interval for the mean height of an elderly man with a knee height of 58 centimeters.

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Because elderly people may have difficulty standing to have their height measured, a study looked at the relationship between overall height and height to the knee. Here are data (in centimeters) for five elderly men:
Knee Height x 56.8 46.7 40.6 43.6 52.9
191.1 154.4 144.4162.5 172.7
Height y
For this data, it is known that Ex = 240.6, Ey = 825.1, Ex = 11754.86, Ey = 137441.47 and Exy = 40148.43.
What is the equation of the least-squares regression line for predicting height from knee height?
ANSWER: ŷ =
Compute the linear correlation coefficient of these data, correct to four decimal places.
ANSWER:
Predict the mean height of an elderiy man with a knee height of 58 centimeters.
ANSWER:
Assume known that s, = 7.47858. Find a 99% confidence interval for the mean height of an elderly man with a knee height of 58 centimeters.
Transcribed Image Text:Because elderly people may have difficulty standing to have their height measured, a study looked at the relationship between overall height and height to the knee. Here are data (in centimeters) for five elderly men: Knee Height x 56.8 46.7 40.6 43.6 52.9 191.1 154.4 144.4162.5 172.7 Height y For this data, it is known that Ex = 240.6, Ey = 825.1, Ex = 11754.86, Ey = 137441.47 and Exy = 40148.43. What is the equation of the least-squares regression line for predicting height from knee height? ANSWER: ŷ = Compute the linear correlation coefficient of these data, correct to four decimal places. ANSWER: Predict the mean height of an elderiy man with a knee height of 58 centimeters. ANSWER: Assume known that s, = 7.47858. Find a 99% confidence interval for the mean height of an elderly man with a knee height of 58 centimeters.
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