Question 4 18 points Save Answer Length (in cm) Weight (in kg) 120 75 80 50 140 110 110 90 80 70 100 85 70 66 The table of values above is a sample of a study to see if there was a linear correlation between length (in cm) and weight (in kg) of Komodo Dragons in the Phillipines. x= 100, s =25.2, y =78, s =19.2, r=0.834 a) Use the summary statistics and the correlation coefficient to find a linear regression equation for this larger collection of Komodo dragons to determine the weight of a Komodo dragon based on their length. (round the slope and y-intercept to two decimal places) V = x + b) What percentage of variation can be explained by the regression equation from part a)? Find the coefficient of determination, p 2 for the linear regression equation in part a). (round to three decimal places) R2 = c) According to the model from part a), how much does a Komodo dragon that is 140 cm long weigh? kg. (round to 1 decimal place) d) What is the residual of the Komodo dragon from the table that had a length of 140 cm and weighed 110 kg? Residual =