I would like the solution to the following problem in Deterministic Optimization

6 Economics and sensitivity analysis Consider the linear program: P9093 max 2:1 + 33:2 at 2:1 + m2 5 8 (resource 1) $1 + $2 1: 4 (resource 2) 2:1 5 6 (resource 3) 2:1 > 0, 5:2 > 0 Draw the feasible region of the above LP. Graphically determine the optimal solution. Graphically determine the shadow prices on the three resource constraints. Graphically determine the range on the objective coefcient of each variable, holding the coeicient of the other variable at its current value, for which the solution to part 6.2 remains optimal. Graphically determine the range on the availability of each resource (i.e. the right-hand side constant), holding the availability of the other resources at their current values, for which the shadow prices in part 6.3 remain optimal