A clothing chain is considering two different locations for a new retail outlet $.$ They have identified the four factors listed in the following table as the basis for evaluation $,$ and have assigned weights as shown $.$ The manager has rated each location on each factor $,$ on a $100-$ point basis $,$ as shown under the respective columns for Barclay and Chester $.$ Using the factor rating method the score for Barclay is and for Chester it is $.$ Factor Factor Weight Barclay Chester Description Average communityincome $0\mathrm{.}3030202$ Communitygrowthpotential $0\mathrm{.}35403$ Availability of public $0\mathrm{.}15$ transportation $2020$ Labor cost $0\mathrm{.}2010$ Formulas needed for this question : Weighted Score$=$ sum$($Weight i $*$ Score i $)$; Weiohti$=$Weight of factor i Score $=$ Score of the location in factor i