Law of Large Numbers
Alfred and David are rolling dice. Whoever rolls the lower number wins the bet. If both roll the same number (for example, both roll five), they try again.
Alfred and David do this 100 times. Laura and June are doing the same thing but only 20 times.
Is it Alfred or June who is more likely to end having very close to 50% wins? Explain. You may refer to the graph to help you decide. It is one simulation based on 100 trials.
