1. Solve the decision tree in Figure 9.8 to determine a formula for the total booking limit that maximizes expected net revenue when there is a no-show penalty of ap. Does the no-show penalty generally result in higher or lower booking limits than the case when tickets are entirely refundable?

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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1. Solve the decision tree in Figure 9.8 to determine a formula for the total booking
limit that maximizes expected net revenue when there is a no-show penalty of p.
Does the no-show penalty generally result in higher or lower booking limits than
the case when tickets are entirely refundable?
0-S
Transcribed Image Text:1. Solve the decision tree in Figure 9.8 to determine a formula for the total booking limit that maximizes expected net revenue when there is a no-show penalty of p. Does the no-show penalty generally result in higher or lower booking limits than the case when tickets are entirely refundable? 0-S
Additional booking does not show
ap
1-p
d>b
(s|b) > C
p - D
1- F(b)
s-s + 1
b-b+1
(s|b) < C
F(b)
d<b
Figure 9.8 Calculating the optimal total booking limit with a no-show penalty.
Relative impact
Transcribed Image Text:Additional booking does not show ap 1-p d>b (s|b) > C p - D 1- F(b) s-s + 1 b-b+1 (s|b) < C F(b) d<b Figure 9.8 Calculating the optimal total booking limit with a no-show penalty. Relative impact
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