I need the answers simple and in order please!!! go with theletter a,b,c etc.

Ahmadi, Inc. manufactures laptop and desktop computers. In theupcoming production period, Ahmadi needs to decide how many of eachtype of computers should be produced to maximize profit. Eachcomputer goes through two production processes. ProcessI, involves assembling the circuit boardsandprocess II is the installation of thecircuit boards into the casing. Each laptop requires 24 minutes ofprocess I time and 16 minutes of process II time. Each desktoprequires 8 minutes of process I time and 32 minutes of process IItime. In the upcoming production period, 240 minutes are availablein process I and 320 minutes in process II. Each laptop costs$1,800 to produce and sells for $2,250. Each desktop costs $600 toproduce and sells for $1,000.

      Let your decision variablesbe:

                 X1 = Number of laptops to produce

                 X2 = Number of desktops to produce

1. Formulate an LP problem to maximize profit. Write your problemformulation.
2. Graph the constraints and show the region of feasiblesolutions.
3. Determine the extreme points of the feasible region and findthe profit at each extreme point.
4. Draw the isoprofit line and indicate the optimum point.
5. Are there any slacks at optimum?
6. If the selling price per desktop decreases to $700 per unitwould there be any change in the optimum solution? If yes, whatwould be the new optimum solution, and would there be anyslack?
7. Assume the company does not want to produce more than 9 laptopsin this production period. Add this constraint to theoriginal problem and show the region offeasible solutions.
8. Solve the problem as stated in part g and find the optimalsolution. Let the profit per Laptop to be $450 and per Desktop tobe $100.
1. Let the selling price of Desktops to be $750 andsolve the problem as stated in part g.