Reply to the following student's post. In your reply, please do one of the following: Compare it with your understanding of the topic Suggest ways to improve or modify Share alternative approaches to the same problem, or unnoticed insight on the work. Analyze outcomes of flipping a fair coin 4, 40, or 4000 times With 4 flips, it's possible to get all heads, all tails, or a mix. It's a bit of a guessing game. With 40 flips, it's more likely to get close to half heads and half tails, but it might not be perfectly even. With 4,000 flips, the results will be much closer to exactly half heads and half tails, because the larger number of flips evens out any chance variations. Compare two different solutions to how many outfits you can put together with 4 shirts, 5 pants, and 3 shoes. You have 4 shirts, 5 pants, and 3 pairs of shoes. How many unique outfits can you make? There might be more than one way to solve this problem. Here's one approach: Imagine you pick a shirt, then pants, then shoes. With each choice, you have a few options. So, 4 shirts * 5 pants *