the us department of labor publishes consumer price indexes on man commoditiesThe U$.$S$.$ Department of Labor publishes consumer price indexes $($CPIs$)$ on many commodities. Following are the percentage

changes in the CPIs for food and for shelter for the years $2001$ through $2018.$ Use these data to develop a linear regression model

to forecast the percentage change in food CPIs by the percent age change in shelter CPIs. Compute a Durbin$-$Watson statistic to

determine whether significant autocorrelation is present in the model. Let $2l=\mathrm{.}05.$

$"($Round your answer to $6$ decimai piace, esg. $25\mathrm{.}175824)$

The regression equation is: Food $=$

$D=$

Critical values of D: Using $1$ ind ependent variable, $n=18,$ and $a=\mathrm{.}05,$

$d_L=$

and $d_U=$