What is the definition of a compound event in probability?

A compound event in probability refers to an event that is formed by combining two or more simple events. Think of it like a tasty recipe where each ingredient contributes to the final dish! For example, flipping a coin and rolling a die at the same time creates a compound event since you're interested in the outcomes of both actions together. The richness of compound events adds excitement to probability as it allows us to explore various outcomes simultaneously! One common mistake when dealing with compound events is assuming the events are always dependent. It’s crucial to distinguish between independent events (where the outcome of one does not affect the other) and dependent ones. For instance, drawing a card from a deck and then rolling a die are independent events. Misunderstanding this relationship could lead to incorrect calculations, so always analyze the events carefully before jumping to conclusions!