Experienced observers use aerial survey methods to estimate the number of snow geese in their summer range area west of Hudson Bay in Canada. A small aircraft flies over the range, and when a flock of geese is spotted, the observer estimates the number of geese in the flock. To investigate the reliability of the estimates, an airplane carrying two goose observers flies over 45 flocks. Each observer makes an independent estimate of the number of geese in each flock. A photograph is also taken of each flock and a count made of the number of geese in the photograph. The sample data for the 45 flocks appear in the following DataView tool, in the data set Geese. You will work with goose observer B's estimates in this problem. The simple linear regression model y = 0 + 1 + , where y = goose observer B's estimate, and x = the goose count from the photograph, is estimated and the following output obtained from Minitab Statistical Software: Assume that the goose counts from the photographs are the true goose counts. If 0 = 0 and 1 = 1, observer B's estimates differ from the true counts only by a