Can you help me with (1) output/objectives, decision variables, input parameters and constraints (2) the key relationships in the problem and (3) constructing an influence chart??I have tried working with my text, lecture videos and other resources available to me and I am just not grasping the concepts.

Milestone 1 requirements: Your deliverables for this milestone are (1) Submit to Canvas the Group Project Peer Evaluation Form (the template of this file is provided in Canvas), (2) in-class presentation, and (3) using the presentation template provided in Canvas, develop a structured presentation file and submit it to Canvas (maximum 10 slides), addressing the following: a. What are the key elements in the problem: output(s)/objective(s), decision variable(s), input parameters and constraints? b. What are the key relationships in the problem? c. Construct an influence chart for the problem. Your presentation will be evaluated for this milestone based on the following criteria: (1) the appearance, design, clarity, and organization of the presentation file itself, (2) the ability of the team to communicate the message clearly and (3) teamwork level while presenting the material. Milestone 2 requirements: Your submission materials for this milestone are (1) Submit to Canvas the Group Project Peer Evaluation Form (the template of this file is provided in Canvas), (2) in-class presentation (only for the slides made for Milestone 2), (3) Submit to Canvas the an Excel spreadsheet containing the solver solution to your problem (also include screenshots of the solver window with your inputs), and (4) using the presentation template provided in Canvas, develop a structured presentation file and submit it to Canvas (append maximum of 10 more slides to the presentation file from Milestone 1) to present your spreadsheet and its optimization results (you may take screenshots). In addition, your presentation file should address the followings: a. What is the mathematical LP formulation of the problem? b. Which input parameter in the problem has the greatest impact on the objective function? c. What is the optimal solution to the problem?

Dwarka's Reginal Planning The SOUTHERN CONFEDERATION OF DWARKA is a group of three Zamindars (communal farming communities) in India. Overall planning for this group is done in its Coordinating Technical Office. This office currently is planning agricultural production for the coming year. The agricultural output of each Zamindar is limited by both the amount of available irrigable land and the quantity of water allocated for irrigation by the Water Commissioner (a national govemment official). These data are given in Table 1. Table 1: Resource data for the Southern Confederation of Dwarka Zamindar Usable Land (Acres) Water Allocation (Acre Feet) 1 2 3 400 600 300 600 800 375 The crops suited for this region include sugar beets, cotton, and sorghum, and these are the three being considered for the upcoming season. These crops differ primarily in their expected net retum per acre and their consumption of water. In addition, the Ministry of Agriculture has set a maximum quota for the total acreage that can be devoted to each of these crops by the Southem Confederation of Dwarka, as shown in Table 2. Table 2: Crop data for the Southern Confederation of Dwarka Maximum Quota (Acres) Crop Sugar beets Cotton Sorghum 600 500 325 Water Consumption (Acre Feet/Acre) 3 2 1 Net Return (S/Acre) 1,000 750 250 Because of the limited water available for irrigation, the Southern Confederation of Dwarka will not be able to use all its irrigable land for planting crops in the upcoming season. To ensure equity between the three Zamindars, it has been agreed that every zamindar will plant the same proportion of its available irrigable land. For example, if zamindar 1 plants 200 of its available 400 acres, then zamindar 2 must plant 300 of its 600 acres, while zamindar 3 plants 150 acres of its 300 acres. However, any combination of the crops may be grown at any of the lands. The job facing the Coordinating Technical Office is to plan how many acres to devote to each crop at the respective land while satisfying the given restrictions. The objective is to maximize the total net return to the Southern Confederation of Dwarka as a whole