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The optimal possible Remedy is obtained at the point of intersection where by the spending plan & guy-days constraints are active. This implies The purpose at which the equations X + 2Y ≤ 100 and X + 3Y ≤ 120 intersect presents us the best solution.
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To reiterate the many constraints are as follows. I have simplified the last two equations to carry them in regular type.
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In cell B7:E7 we take the reference to the quantity of models. As well as in cell B8:E8 we put the for each-unit price of Each and every food item.