Suppose that two consumers – A and B – can each choose to contribute either $0 or $10 to
provide units of the public good. The matrix below gives the pair of pay-offs to each
consumer from the different combinations of contribution levels. The first entry of each pair
is the pay-off to A and the second entry is the pay-off to B. Which of the following combinations of strategies form the Nash equilibrium?
Person A
$0 $10
$0 0,0 100, 400
Person B $10 150,200 200,300
a) Person A contributes $0, person B contributes $0.
b) Person A contributes $0, person B contributes $10. c) Person A contributes $10, person B contributes $0.
d) Person A contributes $10, person B contributes $10.
e) More than one of the above combinations is a Nash equilibrium.
On Wed, Jun 20, 2012 at 1:50 PM, Chinni18 [via Discussion forum] <[hidden email]> wrote:
Suppose that two consumers – A and B – can each choose to contribute either $0 or $10 to
provide units of the public good. The matrix below gives the pair of pay-offs to each
consumer from the different combinations of contribution levels. The first entry of each pair
is the pay-off to A and the second entry is the pay-off to B. Which of the following combinations of strategies form the Nash equilibrium?
Person A
$0 $10
$0 0,0 100, 400
Person B $10 150,200 200,300
a) Person A contributes $0, person B contributes $0.
b) Person A contributes $0, person B contributes $10. c) Person A contributes $10, person B contributes $0.
d) Person A contributes $10, person B contributes $10.
e) More than one of the above combinations is a Nash equilibrium.
How is B the correct answer?
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Yes Vasudha, even I was getting c, so confused
It is Q.9 on page 4 of this file:
Econ313SampleFinalQuestions_S11_ans.pdf It seems reliable, so I figured I'm doing something wrong
hmm. i dunno. duznt look like there could be some catch in this one :P
On Wed, Jun 20, 2012 at 2:21 PM, Chinni18 [via Discussion forum] <[hidden email]> wrote:
Yes Vasudha, even I was getting c, so confused
It is Q.9 on page 4 of this file:
Econ313SampleFinalQuestions_S11_ans.pdf It seems reliable, so I figured I'm doing something wrong
If you reply to this email, your message will be added to the discussion below: