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Path: p Words:1 QUESTION 14 (b) Interpret the estimates you obtained in part (a) for both slope and intercept. T TT Arial 3 (12pt) . T - - E - - 8 2 Path: P QUESTION 15 (c) Now, suppose we want to predict a father's height from his son's height using linear regression. A new son's height is measured to be 73 inche estimate of his father's height? Show your calculations to receive full credits. lick Save and Submit to save and submit. Click Save All Answers to save all answers.QUESTION 13 3) Twenty (20) father-son pairs are randomly selected. Suppose we are interested in predicting a son's height from his father's height. Let the variable x denote the height of a father and y denote the height of a son (both in inches). The sample mean height of the fathers is 68 and the sample mean height of the sons is 69. Other information are given below. ELI(di - x)2 = 304 inches ELI (yi - y)2 = 304 inches EL (yi - y)(xi - ) = 243.2 inches (a) Calculate the estimates of the slope and the intercept. Show your work to receive full credits. For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac). T TT Arial 3 (12p1) . T -E - E - - 2 6 Save and Submit to save and submit. Click Save All Answers to save all answers.Path: p Words:0 QUESTION 15 (c) Now, suppose we want to predict a father's height from his son's height using linear regression. A new son's height is measured to be 73 inches. What is the estimate of his father's height? Show your calculations to receive full credits. T T T Arial 3 (12PD) . T - - E -5-8 Path: p Words:0 QUESTION 16 ve and Submit to save and submit. Click Save All Answers to save all answers