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Problem 3. A flight has 100 seats and a passenger fare of $250.00. The denied boarding cost is $ 500 per denied boarding. The number

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Problem 3. A flight has 100 seats and a passenger fare of $250.00. The denied boarding cost is $ 500 per denied boarding. The number of shows approximately follows a uniform distribution (0,210). What is the expected net revenue, assuming that b = 210? Problem 3. A flight has 100 seats and a passenger fare of $250.00. The denied boarding cost is $ 500 per denied boarding. The number of shows approximately follows a uniform distribution (0,210). What is the expected net revenue, assuming that b = 210

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