The probability of an event for obtaining H from a coin = 1.0 \[ 1.0 \text { احْمل الحصول عىى صورة عند القَاء عطلة معنبية هو } \]

The statement you provided indicates that the probability of obtaining heads (H) from a coin toss is 1.0. This means that the coin is biased or rigged to always land on heads. To clarify this in a more general context: 1. **Understanding Probability**: - Probability is a measure of the likelihood of an event occurring, ranging from 0 (impossible event) to 1 (certain event). - A probability of 1.0 means that the event will definitely occur. 2. **Coin Toss**: - In a fair coin toss, the probability of getting heads (H) or tails (T) is typically 0.5 for each outcome. - However, if the probability of getting heads is 1.0, it implies that the coin is not fair and will always result in heads. Thus, the statement can be interpreted as follows: - The probability of obtaining heads when tossing this particular coin is certain (1.0), indicating that it is a biased coin that will always show heads. If you need further explanation or have a specific question regarding this probability, feel free to ask!