please do this whole question correct with2.a,b,c,d,e in 2 pages.

this pictures are not chaotic

please see the image in below for clear pictures. thanks

9:27 ,il Done FINAL follewing whow the 1.P inoded and ith spletwer. Liede Iaguf 2Nan+5x+3n ? Srabyect to af+a+XolsaooMrateral at.Q,x>0 tin-de thatper? 2. a) Write Dual problem. 2. b) Calculate the marginal cost, the marginal reverae and redoced cost for the product 2. Show all your works how you get the solation. Hind) Use the coefficients of x2 in constraims and dal prices. 2. c) For the objective coefficient for x3, find ranges ia which the hasic variables are unchanged. Shes all your warks hov yousect the rolntion 2. d) Currently, the profit for the product x1 is 7 (the coerincients of 1 ). If the profit is increased to 9 (\$2 more froen curredt profir), what would be the objective value? Why? (answer with the given oatpat) 2. e) The material C is currently 300 units available. Some supplier wants to sell the material C with $2 / unit. What do you want to do? Why? (answer with the given output) 2. A company produces three products (x1,x2,x3) using three materials (A,B and C). The following shows the LP model and its solution. Lindo Input) Max71+52+33Subjectto1+2+23200151+62535001+32+533001,2,30//materialA//materialB//materialC OBJECTIVE FUNCTION VALUE: 500.0000 NO. ITERATIONS =1 RANGES IN WHICH THE BASIS IS UNCHANGED: 2. a) Write Dual problem. 2. b) Calculate the marginal cost, the marginal revenue and reduced cost for the product x2. Show all your works how you get the solution. Hint) Use the coefficients of 2 in constraints and dual prices. 2. c) For the objective coefficient for x3, find ranges in which the basic variables are unchanged. Show all vour works how vou get the solution 2. d) Currently, the profit for the product x1 is 7 (the coefficients of x1 ). If the profit is increased to 9 ( $2 more from current profit), what would be the objective value? Why? (answer with the given output) 2. e) The material C is currently 300 units available. Some supplier wants to sell the material C with $2 / unit. What do you want to do? Why? (answer with the given output) 9:27 ,il Done FINAL follewing whow the 1.P inoded and ith spletwer. Liede Iaguf 2Nan+5x+3n ? Srabyect to af+a+XolsaooMrateral at.Q,x>0 tin-de thatper? 2. a) Write Dual problem. 2. b) Calculate the marginal cost, the marginal reverae and redoced cost for the product 2. Show all your works how you get the solation. Hind) Use the coefficients of x2 in constraims and dal prices. 2. c) For the objective coefficient for x3, find ranges ia which the hasic variables are unchanged. Shes all your warks hov yousect the rolntion 2. d) Currently, the profit for the product x1 is 7 (the coerincients of 1 ). If the profit is increased to 9 (\$2 more froen curredt profir), what would be the objective value? Why? (answer with the given oatpat) 2. e) The material C is currently 300 units available. Some supplier wants to sell the material C with $2 / unit. What do you want to do? Why? (answer with the given output) 2. A company produces three products (x1,x2,x3) using three materials (A,B and C). The following shows the LP model and its solution. Lindo Input) Max71+52+33Subjectto1+2+23200151+62535001+32+533001,2,30//materialA//materialB//materialC OBJECTIVE FUNCTION VALUE: 500.0000 NO. ITERATIONS =1 RANGES IN WHICH THE BASIS IS UNCHANGED: 2. a) Write Dual problem. 2. b) Calculate the marginal cost, the marginal revenue and reduced cost for the product x2. Show all your works how you get the solution. Hint) Use the coefficients of 2 in constraints and dual prices. 2. c) For the objective coefficient for x3, find ranges in which the basic variables are unchanged. Show all vour works how vou get the solution 2. d) Currently, the profit for the product x1 is 7 (the coefficients of x1 ). If the profit is increased to 9 ( $2 more from current profit), what would be the objective value? Why? (answer with the given output) 2. e) The material C is currently 300 units available. Some supplier wants to sell the material C with $2 / unit. What do you want to do? Why? (answer with the given output)