Consider the following model of global climate change negotiations. For every unit of resources devoted to reducing greenhouse gas emissions, the world sees a benefit of 2, which is shared equally among countries. There are 10 countries. Each country is asked to commit to devoting an amount of resources towards reducing the emissions in its jurisdiction. Assume these commitments are enforceable. Suppose you are in charge of your country's commitment and you know that the remaining 9 countries have committed a total of X resources. Your payoff from committing y resources is

Exploring Economics
8th Edition
ISBN:9781544336329
Author:Robert L. Sexton
Publisher:Robert L. Sexton
Chapter1: The Role And Method Of Economics
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Consider the following model of global climate change negotiations. For every unit
of resources devoted to reducing greenhouse gas emissions, the world sees a benefit of
2, which is shared equally among countries. There are 10 countries. Each country is
asked to commit to devoting an amount of resources towards reducing the emissions
in its jurisdiction. Assume these commitments are enforceable. Suppose you are in
charge of your country's commitment and you know that the remaining 9 countries
have committed a total of X resources. Your payoff from committing y resources is
2 x (X +y)
- y.
10
(a) What is your best response (i.e. best choice of y) when the remaining 9 countries
have committed a total of X resources? [Hint: what happens to your payoffs when
you decrease your commitment a little bit?]
Transcribed Image Text:Consider the following model of global climate change negotiations. For every unit of resources devoted to reducing greenhouse gas emissions, the world sees a benefit of 2, which is shared equally among countries. There are 10 countries. Each country is asked to commit to devoting an amount of resources towards reducing the emissions in its jurisdiction. Assume these commitments are enforceable. Suppose you are in charge of your country's commitment and you know that the remaining 9 countries have committed a total of X resources. Your payoff from committing y resources is 2 x (X +y) - y. 10 (a) What is your best response (i.e. best choice of y) when the remaining 9 countries have committed a total of X resources? [Hint: what happens to your payoffs when you decrease your commitment a little bit?]
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