Conditional probability is related to ____________ events.

Conditional probability is specifically focused on dependent events. When we talk about conditional probability, we are analyzing the probability of an event occurring given that another event has already occurred. This implies a relationship where the outcome of one event affects the outcome of the other.

For example, consider two events: Event A is "It is raining," and Event B is "I will carry an umbrella." The probability of Event B occurring can change based on whether Event A has occurred. If we know that it is raining, then the probability that I will carry an umbrella is much higher than if we had no information about the weather.

This aspect of conditional probability highlights that the events are not independent; instead, the occurrence of one event impacts the likelihood of the other. Therefore, the connection between dependent events is what defines conditional probability.