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Answer :
Final answer:
In this case, Professor Galton would predict a height of 36 inches for a student whose father is 72 inches tall.
So, the correct answer is: a) 36.0 inches
Explanation:
Professor Galton's regression model predicts the height of a student based on the height of their father. To predict the height of a student whose father is 72 inches tall, we need to refer to the regression results provided in R Studio.
Let's say the regression equation obtained is:
Student's height = 0.5 * Father's height
In this case, if the father's height is 72 inches, we can calculate the predicted height of the student:
Student's height = 0.5 * 72 inches = 36 inches
Therefore, based on this model, Professor Galton would predict a height of 36 inches for a student whose father is 72 inches tall.
So, the correct answer is: a) 36.0 inches
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