A real estate office manages 50 apartments in a downtown building. When the rent is $900 per month, all the units are occupied. For every $25 increase in rent, one unit becomes vacant. On average, all units require $75 in maintenance and repairs each month. How much rent should the real estate office charge to maximize profits?
P(x) = R(x) - C(x)
This question I am stuck. I don't know how I would formulate the equations for revenue and cost. :|

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50(75) are the costs....$3750

or is that only 75 per unit rented?

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