Enable text based alternatives for graph display and drawing entry

Try another version of this question

Consider the following contribution to public good as a prisoner's dilemma with the payoff matrix:



Person B
Do not contribute Contribute
Person A Do not contribute

A pays $0, receives $0, net gain $0

B pays $0, receives $0, net gain $0

A pays $0, receives $6, net gain $6

B pays $8, receives $6, net gain $-2

Contribute

A pays $8, receives $6, net gain $-2

B pays $0, receives $6, net gain $6

A pays $8, receives $12, net gain $4

B pays $8, receives $12, net gain $4



What is the dominant strategy for player A?

What is the dominant strategy for player B?

What is the Nash Equilibrium in this situation?


↑
X
MathQuill
   x  x  √  n√  |   | (   ) π ∞ DNE
   x  √  (   ) π ∞ DNE
( ) ( ] [ ) [ ] —∞ ∞ ∪ DNE
< > ≤ ≥ or All Real Numbers DNE
log logn ln n√  | | e 
sin cos tan arcsin arccos arctan ⟨ ⟩
[more..]