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d) Given that R - 0.07, what is the value of R for this data set? Round to 3 decimal places e) You meet a married man from Britain who is 59" (69 inches). What would you predict his wife's height to be? Round to 4 decimal places.

d) Given that R - 0.07, what is the value of R for this data set? Round to 3 decimal places e) You meet a married man from Britain who is 59" (69 inches). What would you predict his wife's height to be? Round to 4 decimal places.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I only need help with questions D and E

a) Is there strong evidence that taller men marry taller women? State the hypotheses and include any information used to conduct the test. The null and alternative hypothesis: Ho: B1 = 0 vs HA: P1 >0 Ho: A0 -0 vs HA: B0 > 0 Ho: B1 = 0 vs HA:B1 +0 Hg: B0 = 0 vs HA: B0 +0 Conclusion: The data provide convincing evidence that wives' and husbands' heights are negatively correlated. The data do not provide convincing evidence that wives' and husbands' heights are positively correlated. The data do not provide convincing evidence that wives' and husbands' heights are negatively correlated. The data provide convincing evidence that wives' and husbands' heights are positively correlated. b) Write the equation of the regression line for predicting wife's height from husband's height and round to 4 decimal places. y-43.5755 husband's height c) Interpret the slope and intercept in context. e+ 0.2863 Slope: For each additional inch in husbands' height, the model predicts the average wives' height to be 0.2863 additional inches. Intercept: Husbands who are 0 inches tall are expected to have wives who are 43.5775 inches tall on average. Slope: Wives who are 0 inches tall are expected to have husbands who are 0.2863 inches tall on average. Intercept: For each additional inch in wives height, the model predicts the average husband's height to be 43.5775 additional inches. Slope: For each additional inch in wives' height, the model predicts the average husbands' height to be 0.2863 additional inches. Intercept: Wives who are 0 inches tall are expected to have husbands who are 43.5775 inches tall on average. Slope: Husbands who are 0 inches tall are expected to have wives who are 0.2863 inches tall on average. Intercept: For each additional inch in husbands height, the model predicts the average wives' height to be 43.5775 additional inches. d) Given that R- 0.07, what is the value of R for this data set? Round to 3 decimal places e) You meet a married man from Britain who is 59" (69 inches). What would you predict his wife's height to be? Round to 4 decimal places.
Transcribed Image Text:a) Is there strong evidence that taller men marry taller women? State the hypotheses and include any information used to conduct the test. The null and alternative hypothesis: Ho: B1 = 0 vs HA: P1 >0 Ho: A0 -0 vs HA: B0 > 0 Ho: B1 = 0 vs HA:B1 +0 Hg: B0 = 0 vs HA: B0 +0 Conclusion: The data provide convincing evidence that wives' and husbands' heights are negatively correlated. The data do not provide convincing evidence that wives' and husbands' heights are positively correlated. The data do not provide convincing evidence that wives' and husbands' heights are negatively correlated. The data provide convincing evidence that wives' and husbands' heights are positively correlated. b) Write the equation of the regression line for predicting wife's height from husband's height and round to 4 decimal places. y-43.5755 husband's height c) Interpret the slope and intercept in context. e+ 0.2863 Slope: For each additional inch in husbands' height, the model predicts the average wives' height to be 0.2863 additional inches. Intercept: Husbands who are 0 inches tall are expected to have wives who are 43.5775 inches tall on average. Slope: Wives who are 0 inches tall are expected to have husbands who are 0.2863 inches tall on average. Intercept: For each additional inch in wives height, the model predicts the average husband's height to be 43.5775 additional inches. Slope: For each additional inch in wives' height, the model predicts the average husbands' height to be 0.2863 additional inches. Intercept: Wives who are 0 inches tall are expected to have husbands who are 43.5775 inches tall on average. Slope: Husbands who are 0 inches tall are expected to have wives who are 0.2863 inches tall on average. Intercept: For each additional inch in husbands height, the model predicts the average wives' height to be 43.5775 additional inches. d) Given that R- 0.07, what is the value of R for this data set? Round to 3 decimal places e) You meet a married man from Britain who is 59" (69 inches). What would you predict his wife's height to be? Round to 4 decimal places.
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