After applying Principal Component Analysis $($PCA$)$ on five variables from the Breakfast Cereals dataset $($calories$,$ protein, fat, sodium, and fiber$),$ the importance of components are summarized below: PC$1$PC$2$PC$3$PC$4$PC$5$Standard deviation$84\mathrm{.}047418\mathrm{.}555272\mathrm{.}371060\mathrm{.}917530\mathrm{.}80417$Proportion of Variance$0\mathrm{.}95260\mathrm{.}046430\mathrm{.}000760\mathrm{.}000110\mathrm{.}00009$Cumulative Proportion$0\mathrm{.}95260\mathrm{.}999040\mathrm{.}99980\mathrm{.}999911$ The rotation matrix is: PC$1$PC$2$PC$3$PC$4$PC$5$calories$0\mathrm{.}0730\mathrm{.}996-0\mathrm{.}0320\mathrm{.}0270\mathrm{.}021$protein$-0\mathrm{.}0010\mathrm{.}002-0\mathrm{.}289-0\mathrm{.}8210\mathrm{.}493$fat$0\mathrm{.}0000\mathrm{.}028-0\mathrm{.}091-0\mathrm{.}489-0\mathrm{.}867$sodium$0\mathrm{.}997-0\mathrm{.}0730\mathrm{.}000-0\mathrm{.}002-0\mathrm{.}001$fiber$-0\mathrm{.}002-0\mathrm{.}037-0\mathrm{.}9520\mathrm{.}295-0\mathrm{.}067$ The mean of the five variables are listed below: Meancalories$106\mathrm{.}883$protein$2\mathrm{.}545$fat$1\mathrm{.}013$sodium$159\mathrm{.}675$fiber$2\mathrm{.}152$ Data of three Breakfast Cereals products are given below:Cereal ProductcaloriesproteinfatsodiumfiberCrispix$110202201$Cheerios$110622902$Total$\_$Raisin$\_$Bran$140311904$ Round your answers to $3$ digits after the decimal point.The value of PC$1$ of Crispix is $.$The value of PC$2$ of Crispix is $.$The value of PC$1$ of Cheerios is $.$The value of PC$2$ of Cheerios is $.$The value of PC$1$ of Total$\_$Raisin$\_$Bran is $.$The value of PC$2$ of Total$\_$Raisin$\_$Bran is $.$