A _______________________ company is one that adopts a strat…

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True оr fаlse? Signs аnd symptоms suggestive оf CV, pulmonаry, and metabolic diseases indicate the need for medical clearance prior to initiating an exercise program.

EcоFuel Distributiоn Optimizаtiоn Problem EcoFuel is а renewаble energy company that produces biofuel at two refineries and distributes it to gas stations through two regional terminals. Each week, fuel is shipped in truckloads from the refineries to the terminals, and then from the terminals to the gas stations. Each refinery has a weekly supply capacity, and each gas station has a fixed weekly demand. In addition, both the refineries and terminals face shipping limits due to logistics and operational constraints. EcoFuel seeks to develop a cost-efficient weekly shipping plan that satisfies all station demands at the minimum total transportation cost, while staying within the company’s supply, terminal capacity, and route capacity limitations. Table 1: Shipping from Refineries to Terminals This table includes: Terminal 1 Cost and Terminal 2 Cost: the cost per truckload to ship from each refinery to each terminal Terminal 1 Max and Terminal 2 Max: the maximum number of truckloads that each refinery can ship to each terminal Refinery Supply: the total weekly truckload supply capacity for each refinery From / To Terminal 1 Cost Terminal 2 Cost Terminal 1 Max Terminal 2 Max Refinery Supply Refinery X $500 $450 80 100 140 Refinery Y $520 $470 90 110 160 Table 2: Shipping from Terminals to Gas Stations This table includes: Station A Cost, Station B Cost, and Station C Cost: the cost per truckload to ship from each terminal to each gas station Station A Max, Station B Max, and Station C Max: the maximum number of truckloads that can be shipped from each terminal to each station From / To Station A Cost Station B Cost Station C Cost Station A Max Station B Max Station C Max Terminal 1 $300 $310 $290 70 80 75 Terminal 2 $320 $295 $280 90 85 80 Gas Station Demand Requirements Each station must receive the following number of truckloads per week: Station A: 90 truckloads Station B: 120 truckloads Station C: 80 truckloads Objective Formulate and solve a linear programming model to determine: The number of truckloads to ship from each refinery to each terminal The number of truckloads to ship from each terminal to each gas station …such that total transportation cost is minimized, while satisfying all supply, demand, and route capacity constraints. Questions What is the minimized total transportation cost under the current conditions? $[totalCost] A direct shipping route from Refinery X to Station C has just been opened. To ensure that at least one truckload of fuel is shipped on this new route, the unit shipping cost must be less than $x per truckload. What is the maximum value of x? $[maxXtoC]/truckload