# A manufacturer of a particular product produces x1 units in the first week and x2 units #in the second week. The number of units produced in the first and second weeks must #be at least 200 and 400, respectively, to be able to supply the regular customers. The #initial inventory is zero and the manufacturer ceases to produce the product at the end #of the second week. The production cost of a unit, in dollars, is given by 4x2i, where xi #is the number of units produced in week i(i = 1, 2). In addition to the production cost, #there is an inventory cost of $10 per unit for each unit produced in the first week that #is not sold by the end of the first week. Formulate the problem of minimizing the total #cost and find its solution using a graphical optimization method. import plot from numpy print('hello world')
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