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Q. In planning a restaurant, it is estimated that a revenue of $6 per seat will be realized if the number of seats is at most 50. On the other hand, the revenue on each seat will decrease by $.10 for each seat exceeding 50 seats. Find the revenue function where x = the number of seats exceeding 50 seats. What is the maximum revenue and what number of seats generates that maximum revenue.
How to compare minimax and maximin with figures and commentary ?
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