The table shows the height and the shooting percentage for the 9 members of the 2019 NBA-champion Toronto Raptors who averaged at least 10 minutes per game.Height (in.)817872798473797577Shooting percentage554741505341454843Use technology to calculate the correlationUse technology to calculate the equation of the least-squares regression line.Calculate and interpret the residual for Kawhi Leonard, who is 79 inches tall and had a shooting percentage of 50.

Given: The table shows the height and the shooting percentage for the 9 members of the 2019 NBA-champion Toronto Raptors who averaged at least 10 minutes per game. Height (in.) 81 78 72 79 84 73 79 75 77 Shooting percentage 55 47 41 50 53 41 45 48 43The correlation coefficient is calculated using the Excel function =CORREL(array_1,array_2) as shown in the snip below. The correlation coefficient is r=0.835391.We perform linear regression in Excel using the following steps: Import data in Excel. Go to Data-Data Analysis. Select Regression. Select Data Range. We get the following summary output as shown in the snip below. The equation of the least-squares regression line is given by; y^=β0+β1x=-38.4149+1.1013338x The predicted y for x=79 is given by; y^=-38.4149+1.1013338*(79)=48.59082218 The residual for Kawhi Leonard, who is 79 inches tall and had a shooting percentage of 50 is given by; e=observed y - predicted y=50-48.59082218=1.40917782