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The total weekly revenue (in dollars) that a company obtains from selling goods x and y is: R = -(1/4)x2 - (3/8)y2 -(1/4)xy +300x +

The total weekly revenue (in dollars) that a company obtains from selling goods x and y is:

R = -(1/4)x2 - (3/8)y2 -(1/4)xy +300x + 240y

and weekly cost of production is: C = 180x + 140y + 5000. Find x and y that maximize profit.

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