In which of the following would cooperation be most likely to work in a repeated prisoners' dilemma game?

a. When there are a large number of players in the game.
b. When the game has a known and finite number of repetitions.
c. When the game will be repeated infinitely.
d. None of the above because players always want to cheat in a prisoners' dilemma.

Option C is correct.

When the game will be repeated infinitely.

Explanation:

The collaborations will undoubtedly work in a repeated prisoners' dilemma  game when the game will be rehashed infinitely.  

A rehashed detainees problem games alludes to a game technique wherein the game is either rehashed finitely or infinitely..  

The collaborations choose to work with boundlessly rehashed games by participating and embracing a socially ideal methodology.  

The principle point of cooperations is to expand their settlements in future and this is conceivable just through the selection of the interminably rehashed game system in which they need to co-work endlessly with different firms.  

As per this gaming procedure, if any of the Cooperation or firm digresses from the agreeable system, they will get decreased settlements in future.

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