The manufacturer can make at most 110 units of certain product each year. Demand equation for product is and manfacturer's average-cost funtion is p=q^2-100q+2400 and manufacturer's average-cost is 2/3q^2-45q+12,00/q. Find profit-maximizing output q and corresponding maximum profit.
Profit-maximizing output q is?
Maximum profit which corresponds to profit-maximizing output is?