ST You are given the following problem Max Z$=80$ Xt$+50$ X$2+75*3$; $3$ X$1+3$ X$2+7$X$3<=150$C; $2*1+$X$2+2*3<=1000$; $5$ X$1+3$ X$2+4$ X$3<=1000$; $0\mathrm{.}5*1-0\mathrm{.}5$ X$2+0\mathrm{.}25$ X$3=50$ Maximize profit Resource $1$ Resource $2$ Resource $3$ Product mix The base prices for Resource t $-3$ are $$30,\backslash$$$40.$ and $580$ respectively Adjustable Cells Final Value Cell SCS$1313$ SES$13$ Name X$2$ X$337\mathrm{.}70491814,754098191\mathrm{.}80328$ Reduced Objective Allowable Allowable Cost Coefficient Decrease $8013,18181852\mathrm{.}058823550301457598\mathrm{.}33333311\mathrm{.}1538462$ Constraints Cell SFS$1819$ SFS$20$ Final Shadow Constraint Allowable Allowable Name Value Price Side Increase Decrease Resource $15002\mathrm{.}37704921500209\mathrm{.}09091900$ Resource $2473\mathrm{.}770490100030526\mathrm{.}229508$ Resource $3100014\mathrm{.}50819710001300135\mathrm{.}294118$ Product mix$501,3114754509\mathrm{.}782608763\mathrm{.}8888889$ Question $1$ What are we using completely? Answer: $2$ Assuming that both of the other profits remain unchanged, how much can the profit for Answer $3$How much would we be willing to pay for an additional unit of Resource