The profit for some software company is given by 2 2 pr ( x , y )  ď€ 100  80 x ď€ 0 .1 x  100 y ď€ 0 .2 y , where x & y represents the levels of output of two products produced by the company. If the company knows its maximum combined feasible production to be 325. How can the company maximize its profit?
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