C "toro.csudh.edu/ultra/courses/_236822_1/cl/outline?legacyUrl=-2Fwebapps-2Fcalendar-2Flaunch-2Fatter Question 7 @: 0/5 pts O z @ Details X Find the linear regression equation for an approximate linear model for Gary's recent mountain bike rides. Use the data below. Let d be the ride distance in miles and t be the ride time in hours. time (hours) distance (miles) 18 0.8 7.54 16- 0.9 7.41 14 1.1 10.07 12 1.15 11.12 1.41 12.71 1.44 12.02 1.77 15.59 0.75 1.25 1.75 a. State the linear equation: Round to the nearest hundredth. b. Interpret the slope: For each additional | Select an answer v| Gary rides, he will travel about | Select an answer ~ | miles further on average. c. Use your linear equation to estimate the distance of a 1.25-hour ride, to the nearest tenth of a mile. miles d. Interpret the correlation coefficient. The correlation coeficient tells us that as time increases, distance also increases. The correlation coeficient tells us that there is a strong linear relationship and that as time increases, distance also increases. The correlation coeficient tells us that there is a strong linear relationship. The correlation coeficient tells us that r = 0.981. hours