(A). As a matter of fairness, many competitive athletic matches or other contests between two teams or players begin with a coin toss, to determine which team or player gets to make the first move. In theory, a coin has a 50% probability of coming up "heads". Imagine that two teams play against each other in a series of matches. If the coigflip comes up heads (*H*), Team A gets to make the first move, while if it comes up tails (*T*), the first move goes to Team B. Consider the following two scenarios + For a series of three matches, The coin comes up H,H,T + for a series of 6 matches, the coin comes up H,H,T,H,H,T Which of these two scenarios is more likely? Why? *First, identify which scenario is more likely. Then be sure to briefly explain why.*