In Example 16, we estimated the probability of winning the game was 0.65.
a. If you conducted another 20 simulations of this game, what probability of winning would you expect to get?
b. The simulation in the example consisted of 20 repetitions. Conduct another 80 repetitions, for a total of 100. What is the estimated probability based on these 100 repetitions? (We know that as the number of repetitions increases, the estimated probability of winning will get closer to the actual probability of winning.)