What's the answer for question D

I Shown below is the output from a linear modei predicting armspan (in cm) from height : ' (in inches) and summary statistics. Assume that the association between armspan and \\ height is linear. Use the output and summary statistics to complete parts a through d. LinReg St d d y=a+bx Mean an er a = 31258658017 Devratron b = 2028138528 Height, x 63.50 3.40 l2 ._. 0747319598 Armspan, y 160.05 7.97 r = 0864476488 _(:>-'_" , a. Report the regressmn equation, usmg the words "Height" and "Armspan," not x and y. Predicted Height = 31.26 + 2.03 Armspan Z Predicted Height: 2.03 + 31.26 Armspan V Predicted Armspan = 31 .26 + 2.03 Height Predicted Armspan = 2.03 + 31.26 Height b. Determine the corresponding values and verify the slope by using the formula r2 0354 (Round to three decimal places as needed.) 3y = 7_97 (Round to two decimal places as needed.) 3X = 340 (Round to two decimal places as needed.) b = 203 '(Round to two decimal places as needed.) c. Determine the corresponding values and verify the y-intercept by using the formula 3 = y bx. 9: 160.05 (Round to two decimal places as needed.) i l E i i = 63.50 (Round to two decimal places as needed.) a = 3125 (Round to two decimal places as needed.) (1 Using the regression e uation f - . 61 inches tall. q rom part a, predict the arm3pan ('n 0m) fOI' someone Predicted Armspan = I] cm (Round to one decimal place as needed.)