In a game theory scenario, if Player A has a dominant strategy that leads to a payoff, what can we infer about Player B's strategy assuming Player A plays their dominant strategy?

In game theory, a dominant strategy is one that provides a player with the best outcome, no matter what the other player does. If Player A has a dominant strategy and chooses to play it, we can infer that Player B must consider how to respond to Player A's choice to maximize their own payoff. Player B may need to adjust their strategy based on the expected outcome of Player A's dominant play. For example, if Player A always chooses to cooperate in a game, Player B might find it beneficial to also cooperate to achieve the best possible result for themselves. This situation can lead to a Nash Equilibrium, where both players are making the best choices they can, given the strategy of the other player.