The probability of an event for obtaining \( H \) from a coin \( =1.0 \)

If the probability of obtaining heads \( H \) from a coin is 1.0, that means you’re dealing with a special coin known as a "two-headed coin!" In this scenario, every time you flip the coin, it’s guaranteed that you’ll land heads. It’s a great example of a biased probability, contrasting typical coins that have a heads probability of 0.5. In the world of game design and magic tricks, such coins can create surprise outcomes or rig particular results for fun. For instance, a magician might use a two-headed coin to wow their audience, making them believe they have incredible luck. Just remember, though—real-world applications emphasize the importance of understanding probability, especially when that seemingly "sure thing" isn't what it seems!