- Random Phenomenon: A situation with different possible outcomes, such as flipping a coin or observing the weather
- Sample Space: Collection of all possible outcomes of a random phenomenon, denoted as S
- Probability: Likelihood of a specific outcome, represented as a number between 0 and 1
- Modeling Probability: Theoretical and mathematical approach to determining the likelihood of outcomes
- Weather Example: Weather is an example of a random phenomenon because its outcomes are unpredictable
In summary, random phenomena involve different possible outcomes, and the probability of any outcome is important in statistics. The sample space contains all possible outcomes, and weather is an example of a random phenomenon because its outcomes are uncertain. Probability can be modeled using mathematical rules to make predictions and analyze uncertainty in various situations.
