A TV retailer supposes that in order to sell n nimber of TVs, the price per unit must follow the model p=600 – 0.3n. The retailer also supposes that the total cost of keeping n number of TVs in inventory is given by the model C(n) = 0.3n^2 + 5000. How many TVs must the retailer keep in inventory and sell in order to maximize his profit?
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