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A large newsstand sells a particular newspaper at €2.4 per copy, and pays €1.2 per copy for it. Unsold copies are returned and €0.6 per copy refunded. The accumulated probability function for the demand (D) is:
n
P (D&n)
500
0,1
1000
0,4
1500
0,66
2000
0,8
3000
0,9
4000
0,95
a) How many should be ordered each day to maximize profits?
b) Approximately how much will the profit for the year be?
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