Experimental Probability

The video tutorial introduces the concept of probability, emphasizing the uncertainty of events and how probability quantifies this uncertainty. It defines key terms such as experiment, event, and trial, and focuses on the empirical approach to probability. Through examples like coin tosses, it demonstrates how to calculate empirical probability and verifies that the sum of probabilities of all possible events in an experiment equals one.

What are the three approaches to the theory of probability mentioned in the text?

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Describe the outcomes when a coin is tossed based on the examples provided.

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What does it mean when we say that the sum of probabilities of all possible events in an experiment is 1?

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