Casper flipped a coin 10 times and landed on heads only once and thought that the coin must have been unfair or "rigged". Using what you know about experimental probability, explain to Casper why they may have gotten those results wth a fair coin.
Experimental probability is based on the outcomes of an experiment conducted in real life. When flipping a fair coin, the likelihood of getting heads or tails is exactly 50% each time. However, this does not mean that you will get exactly 5 heads and 5 tails every time you flip the coin 10 times.
The results of a small number of trials, such as 10 flips, may not always perfectly mirror the expected 50/50 split. This is due to the nature of probability, which can result in some variability in outcomes. In fact, it is entirely possible to get results like landing on heads only once in 10 flips, even with a fair coin.
In the long run, as you conduct more and more trials, the results will likely converge closer to the expected 50/50 probability. So, even though you may have experienced an unusual outcome in this particular set of 10 flips, it does not necessarily mean that the coin is unfair or rigged.