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A company sells two products, A and B. The demand for product A is given by DA and the demand for product B is given by DB. The price for product A is given by PA and the price for product B is given by PB.
The following equations relate demand and price:
DA = 222 – 0.6 PA + 0.35 PB
DB = 270 + 0.1 PA - 0.64 PB
The company needs to determine the selling prices which will maximize the total revenue from the two products. Formulate the revenue function for this problem, and use excel to find the prices that maximize revenue.
Please list deck variables, objective function, and constraints
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