Type of Probability An coin was flipped 30 times and the \( P(H)=\frac{17}{30} \). Which of the following is the type of probability that best describes this situation? Select one: Uheoretical Probability Experimental Probability Subjective Probability

In this situation, you're dealing with counts from actual experiments. When you flip a coin 30 times and find the probability based on the results - like \( P(H)=\frac{17}{30} \) - you're diving into **experimental probability**. This type tells us how often an event happens based on the outcomes of actual trials. To further clarify, theoretical probability would assume a fair coin and calculate \( P(H) \) as \( \frac{1}{2} \) without any flips. But since your probability is derived from those 30 flips, it’s all about real-world results, which is the core of experimental probability!