Operation Research, I need help please

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A JUC Alumni has $112,700 in her bank account and she is considering to be principal plus 24% of the principal, each dolla invested in cattle will return the principal plus les 32% chance she would lose everything she invested in candle. She does not was to lose more than Let: X1 $ amount invested in land and X2 = Samount invested in can. The word modem Maximize Z = 1 24x] +1.32x2 subject to X1 + X2 112,700 0.19x1 +032X2 21,400 X1.x220 The computer solution of the LP model is shown below. LP OPTIMUM FOUND AT STEP 1 OBJECTIVE FUNCTION VALUE 1) 139663.2 VARIABLE X1 X2 VALUE 112631.578125 0.000000 REDUCED COST 0.000000 0.769421 ROW 2) 3) SLACK OR SURPLUS 68.421051 0.000000 DUAL PRICES 0.000000 6.526916 1 NO. ITERATIONS TS IN WHICH THE BASIS IS UNCHANGED: OBJ COEFFICIENT RANGES 111ABLE ALLOWASSE DECREASE NO. ITERATTORE ROK IN WHICH THE LAST 1 CHIMIT on COEFFICIENT DANS VARTALE CENT ALLA ILLOWANIE INCREASE DECREASE 1.240000 THYRITY 1.4563 1.320000 0.76 HTTNITY COE HOW CURRENT HS 112700.000000 21400.000000 LIGHTHAND SITE FOR ALLOWANE INCREME INFTITTY 13.000000 ALLOWANIE DECREME 642105 21400.000000 1 Mark What is the optimal solution and what is the optimal value of the objective function! b. 1 Mark) Which constraints are binding? cl Mark] Should all of her money be invested according to the optimal solution d. 1 Mark] How much "profit" would the optimal solution cover and above her investment? e. [1 Marks] What are the dual prices for the constraints? Interpreteach For the toolbar, press ALT F10 (PC) or ALT+FN+F10 (Mac). B TVs Paragraph Arial 14px d A LIXO V lenovo A JUC Alumni has $112,700 in her bank account and she is considering to be principal plus 24% of the principal, each dolla invested in cattle will return the principal plus les 32% chance she would lose everything she invested in candle. She does not was to lose more than Let: X1 $ amount invested in land and X2 = Samount invested in can. The word modem Maximize Z = 1 24x] +1.32x2 subject to X1 + X2 112,700 0.19x1 +032X2 21,400 X1.x220 The computer solution of the LP model is shown below. LP OPTIMUM FOUND AT STEP 1 OBJECTIVE FUNCTION VALUE 1) 139663.2 VARIABLE X1 X2 VALUE 112631.578125 0.000000 REDUCED COST 0.000000 0.769421 ROW 2) 3) SLACK OR SURPLUS 68.421051 0.000000 DUAL PRICES 0.000000 6.526916 1 NO. ITERATIONS TS IN WHICH THE BASIS IS UNCHANGED: OBJ COEFFICIENT RANGES 111ABLE ALLOWASSE DECREASE NO. ITERATTORE ROK IN WHICH THE LAST 1 CHIMIT on COEFFICIENT DANS VARTALE CENT ALLA ILLOWANIE INCREASE DECREASE 1.240000 THYRITY 1.4563 1.320000 0.76 HTTNITY COE HOW CURRENT HS 112700.000000 21400.000000 LIGHTHAND SITE FOR ALLOWANE INCREME INFTITTY 13.000000 ALLOWANIE DECREME 642105 21400.000000 1 Mark What is the optimal solution and what is the optimal value of the objective function! b. 1 Mark) Which constraints are binding? cl Mark] Should all of her money be invested according to the optimal solution d. 1 Mark] How much "profit" would the optimal solution cover and above her investment? e. [1 Marks] What are the dual prices for the constraints? Interpreteach For the toolbar, press ALT F10 (PC) or ALT+FN+F10 (Mac). B TVs Paragraph Arial 14px d A LIXO V lenovo