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Could use some help thanks A company manufactures two kinds of kitchen gadgets: invertible widgets and collapsible whammies. The production process is divided into three

Could use some help thanks

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A company manufactures two kinds of kitchen gadgets: invertible widgets and collapsible whammies. The production process is divided into three departments: fabricating, packing, and shipping. The hours of labor required for each operation and the hours available in each department each day are shown in the table. Suppose that the profit on each widget is $20 and the profit on each whammy is $26. How many widgets and how many whammies should be made each day to maximize the company's profit? Use the simplex method to solve. Click the icon to view the table of the hours of labor required and available. The maximum profit of $ occurs when the company makes widgets and whammies each day. (Simplify your answers.)

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