A company produces two types of products, A and B. The total daily cost (in dollars) of producing x units of A and y units of B
is given by
C(x,y) = 1500 - 7.5x - 15y - 0.3xy + 0.3x^2 + 0.2y^2
If the firm sells each unit of A for $18 and each unit of B for $10, then the production levels of A and B that would maximize profits
profits of the company, correspond to x = (I need the answer) units of A and Y = (I need the answer), units of B.
Similarly, the maximum utility obtained is U = (I need the answer) daily dollars.