appose the two countries form a OA. The cooperative equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a high output. O B. A cooperative equilibrium does not exist for this game. $125 $75 Low Output O C. The cooperative equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a high output. $8 $13 Saudi Arabia O D. The cooperative equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a low output. $98 $70 E. The cooperative equilibrium is for Saudi Arabia to broduce a low output and Kuwait to produce a low output. High Output $5 $8 What is the Nash equilibrium for this game? O A. The Nash equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a low output. O B. The Nash equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a low output. O C. The Nash equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a high output. S O D. The Nash equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a high output. S OE. A Nash equilibrium does not exist for this game. Clear all
appose the two countries form a OA. The cooperative equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a high output. O B. A cooperative equilibrium does not exist for this game. $125 $75 Low Output O C. The cooperative equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a high output. $8 $13 Saudi Arabia O D. The cooperative equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a low output. $98 $70 E. The cooperative equilibrium is for Saudi Arabia to broduce a low output and Kuwait to produce a low output. High Output $5 $8 What is the Nash equilibrium for this game? O A. The Nash equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a low output. O B. The Nash equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a low output. O C. The Nash equilibrium is for Saudi Arabia to produce a high output and Kuwait to produce a high output. S O D. The Nash equilibrium is for Saudi Arabia to produce a low output and Kuwait to produce a high output. S OE. A Nash equilibrium does not exist for this game. Clear all
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Question

Transcribed Image Text:The image contains a decision-making exercise involving Saudi Arabia and Kuwait, where each country decides whether to produce a low output or a high output. The decisions and corresponding profits are shown in a payoff matrix.
### Text Description
The task asks about cooperative and Nash equilibria:
**Cooperative Equilibrium:**
1. **A.** Saudi Arabia produces a high output, Kuwait produces a low output.
2. **B.** A cooperative equilibrium does not exist.
3. **C.** Saudi Arabia produces a low output, Kuwait produces a high output.
4. **D.** Saudi Arabia produces a low output, Kuwait produces a low output.
5. **E.** Saudi Arabia produces a low output, Kuwait produces a low output. (Correct Answer)
**Nash Equilibrium:**
1. **A.** Saudi Arabia produces a high output, Kuwait produces a low output.
2. **B.** Saudi Arabia produces a low output, Kuwait produces a low output.
3. **C.** Saudi Arabia produces a high output, Kuwait produces a high output.
4. **D.** Saudi Arabia produces a low output, Kuwait produces a high output.
5. **E.** A Nash equilibrium does not exist.
### Payoff Matrix Description
The payoff matrix shows the potential outcomes for Saudi Arabia and Kuwait based on their production choices:
- **Saudi Arabia:**
- Low Output: Profit of $125 or $98
- High Output: Profit of $70 or $5
- **Kuwait:**
- Low Output: Profit of $8 or $5
- High Output: Profit of $13 or $8
The matrix is divided into four quadrants:
- Top Left: Saudi Arabia low, Kuwait low ($125, $8)
- Top Right: Saudi Arabia low, Kuwait high ($75, $13)
- Bottom Left: Saudi Arabia high, Kuwait low ($98, $5)
- Bottom Right: Saudi Arabia high, Kuwait high ($70, $8)
This structure helps explain how each country's choice affects both their own and the other's profits, allowing for analysis of strategic decisions.
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