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In this lesson, students see that compound events can be simulated by using multiple chance experiments. The simulation relies on student ability to model the situations mathematically so that the simulations match the probabilities of the original situations (MP4). For example, if we want to know the probability that it will rain each day of the week when there is a 50% chance of rain each day, we can flip a coin to represent each day. Therefore, if we toss a coin 70 times, we will have run this simulation only 10 times. Students construct arguments to explain why they match proposed simulations to situations (MP3).
An optional activity is available for practice with writing the probability of a multi-step situation. Students play a game and consider how changing the rules might affect the probability of winning the game.
Let’s simulate more complicated events.