Can i get an explanation on how to solve this question. thanks in advance

The attached data contains observations from a country on the quantity of money in millions (Y); income, in millions (X,); and the local authority interest rate (X2). Estimate the model below and write a report on your findings. What can be concluded from the Durbin-Watson statistic for the fitted regression? yt = Bo + B1X1+ + 32X2+ + Yyt- 1 + Et i Data Table X Click the icon to view the data. Click the icon to view a table of Durbin-Watson critical values. Y X X2 Y X1 Estimate the model. 17,711 14,744 0.0805 18,608 15,950 0.0582 18,193 14,516 0.0828 18,296 15,957 0.0482 It = ( 0) + ( 0) x1 + (0) x2 + () t-1 17,261 14,815 0.0781 19,836 16,031 0.048 (Round to two decimal places as needed.) 18,011 14,900 0.0738 19,247 16,295 0.0513 18, 144 14,829 0.0798 21, 101 16, 151 0.0762 18,030 14,900 0.0914 21,223 16,803 0.0791 18,501 14,980 0.0957 24,387 17,528 0. 1009 17,758 15,085 0.0922 22,351 17,301 0.0919 18,298 14,973 0.091 24,268 17,503 0.1173 19,069 15,359 0.0813 25, 113 17,455 0. 1411 17,807 15,362 0.0754 22,802 16,620 0. 1566 19,243 15,540 0.0718 25,796 17,779 0.1333 18,094 15,404 0.0753 25,039 18,040 0.1313 20,047 15,649 0.0666 25, 141 17,827 0.1263 Print Done Determine the critical values, dy and du, of the Durbin-Watson Test at a = 0.05. dL =0 du = 0 (Round to two decimal places as needed.) Determine the Durbin-Watson statistic for the fitted regression. d=(Round to three decimal places as needed.)