In game theory, a dominant strategy is defined as a strategy that is the best choice for a player regardless of what the other players do. Which of the following scenarios best illustrates a dominant strategy?

In game theory, a dominant strategy is a choice that always leads to the best outcome for a player, no matter what the others decide. For example, imagine two friends, Alex and Jamie, deciding whether to study for a test or go to a party. If Alex knows that studying will always give him a higher grade than going to the party, regardless of what Jamie does, then studying is Alex's dominant strategy. This means that even if Jamie chooses to study or go to the party, Alex will still benefit most by studying. In this way, a dominant strategy helps players make the best decision without worrying about others' choices.