Question $20$ Use the Excel Solver output for a LP problem whose objective was to maximize pronts, to determine by the maximum amount the right hand side of the labor constraint can increase by before it becomes necessary to recalculate the linear program Objective Function Value $-26\mathrm{.}40$ Variable Cells Final Reduced Objective Allowable Allowable Name Value Cost Coefficient increase Decrease Variable $2405$ Variable $2.402\mathrm{.}67$ Constraints Name Labor Wood Final Shadow Value Price $120\mathrm{.}66\mathrm{.}401261.320$ Constraint Allowable Allowable R$.$H$.$ Side Increase Decrease $123314761$E$+301261\mathrm{.}81$E$+30$ Space Limit $6\mathrm{.}862512903$