Your company is competing in a sealed-bid auction for a package of items your company values at $30,000. You expect the bids to be uniformly distributed between $20,000 and $30,000. a. Fill in the following table P(Win) Competitors = 2 Bid Profit E(Profit) Competitors = 2 P(Win) Competitors = 3 E(Profit) Competitors = 3 $20,000 $22,000 $24,000 $26,000 $28,000 $30,000 If there are two competitors, what is the optimal bid? b. If there are three competitors, what is the optimal bid? C.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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1
Your company is competing in a sealed-bid
auction for a package of items your company
values at $30,000. You expect the bids to be
uniformly distributed between $20,000 and
$30,000.
a. Fill in the following table
P(Win)
Competitors
= 3
Bid
Profit
P(Win)
Competitors
= 2
E(Profit)
Competitors
= 2
E(Profit)
Competitors
= 3
$20,000
$22,000
$24,000
$26,000
$28,000
$30,000
If there are two competitors, what is the
optimal bid?
b.
С.
If there are three competitors, what is the
optimal bid?
Transcribed Image Text:Your company is competing in a sealed-bid auction for a package of items your company values at $30,000. You expect the bids to be uniformly distributed between $20,000 and $30,000. a. Fill in the following table P(Win) Competitors = 3 Bid Profit P(Win) Competitors = 2 E(Profit) Competitors = 2 E(Profit) Competitors = 3 $20,000 $22,000 $24,000 $26,000 $28,000 $30,000 If there are two competitors, what is the optimal bid? b. С. If there are three competitors, what is the optimal bid?
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