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Consider the following problem.Maximize Z = 20x1 + c2x2,subject to 3x1 + a12x2 ≥ 60 5x2 + a22x2 ≤ 100 and x1 ≥ 0,x2 ≥ 0,where x1 represents the level of activity 1 and x2 represents the level of activity 2.The values of c2,a12,and a22 have not been determined yet.Only activity 1 needs to be undertaken soon whereas activity 2 will be initiated somewhat later.There are two different,but equally likely,scenarios that could unfold between now and the time activity 2 is undertaken that would lead to different values for c2,a12,and a22,as listed below.Scenario 1: c2 = 30,a12 = 4,and a22 = 7 Scenario 2: c2 = 10,a12 = 1,and a22 = 3 The goal is to use all of this information to choose a value for x1 now and to simultaneously determine a plan for choosing a value of x2 later after seeing which scenario has occurred.Use stochastic programming with recourse to formulate the appropriate model for this problem.
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