2} Researchers continue to look for methods to measure how fast a car was traveling before an accident. Most methods focus on the distance, d (in feet) required for an average car to completely stop while traveling at various speeds, 5. Consider the table below. {14 pts) ----mlsl Enter the variable MPH into L1 and Breaking Distance into L2. Use the LinReg command in your graphing calculator and report the linear model and correlation coefficient. (Be sure to write the linear model as an equation and don't forget to put a "hat\" over the predicted variable.) Use the model to predict the breaking distance for a car traveling 65 mph. What is the observed breaking distance for a car traveling 50 mph? What is the predicted distance for a car traveling 50 mph? Find the residual for a car traveling 50 mph and interpret its meaning. Find the residual for a car traveling 20 mph and interpret its meaning