[h=2]Let x be the number of units to be sold in the first country and y the number of units to be sold in the second country. Due to the laws of demand, the monopolist must set the price at 97 − (x/10) dollars in the first country and 83 − (y/20) dollars in the second country to sell all units. The cost of producing these units is 20, 000 + 3(x + y). Find the values of x and y that maximize the profit.
I got (x,y) = (500, 860) but I'm not completely sure if it's right....[/h]
I got (x,y) = (500, 860) but I'm not completely sure if it's right....[/h]
