Prisoner's dilemma - is a two-person scenario in which (1) Player A stands to benefit more from a transaction by acting selfishly toward Player B if B offers to collaborate, and vice versa; but, (2) A and B together might obtain a bigger total payoff by collaborating than by acting selfishly in both cases. The typical result of a Prisoner's Dilemma is that both players act selfishly, which results to a poor decision for both.
With this system, one may strike a balance between rivalry and competitive for the benefit of all parties.
According to game theory, a situation where two players act selfishly would ultimately lead to a poor decision or getting smaller rewards for both is known as a prisoner's dilemma. The prisoner's dilemma also demonstrates the fact that sometimes, collaboration is not the best course of action.
To learn more about Prisoner's dilemma, refer
brainly.com/question/22597804
#SPJ4
Answer: Tiit -for -tat strategy
Explanation:
Tiit -for -tat was introduced by Anatol Rapoport. He developed a strategy in which each participant in follows a course of action consistent with his opponent's previous turn. In other words, the opponents previuous moves are mimicked.This is an action is of mutual benefit. This strategy is an example of reciprocal altruism and cooperation.
Answer:
I guess it's capitalism.
Explanation:
Because capitalism is a one man's business while socialism is owned by the government
The correct answer would be, 13%.
US residents born outside the United States represents about 13% of the population, which is more than three times the percentage in 1970.
Explanation:
It is quite normal for people to travel around the world. People go on vacations, or to some other countries to meet their relatives or friends. During these trips, they may give birth to their children.
So according to an estimate, almost 13% of the residents of United States are born outside the country. This percentage has increased since 1970. More than three times increase has been seen in this percentage.
Learn more about US Population at:
brainly.com/question/11851793
#LearnWithBrainly