Enhance Your Learning with Probability Basics Flash Cards for quick learning
The measure of the likelihood that an event will occur.
The branch of mathematics that studies the likelihood of events happening.
Variables that can take on different values based on the outcome of a random event.
Functions that describe the likelihood of different outcomes in a random experiment.
The probability of an event occurring given that another event has already occurred.
A formula that calculates the probability of an event based on prior knowledge of related events.
The average value of a random variable, weighted by the probabilities of each possible outcome.
A measure of how spread out the values of a random variable are around the expected value.
The square root of the variance, representing the average distance between each data point and the mean.
Basic rules that govern the calculation and manipulation of probabilities.
The number of ways to choose a subset of items from a larger set, without regard to the order of the items.
The number of ways to arrange a set of items in a specific order.
The likelihood of events occurring in a given situation.
The likelihood of two or more events occurring independently of each other.
The likelihood of two or more events occurring based on the outcome of previous events.
The likelihood of two or more events that cannot occur simultaneously.
The likelihood of the complement of an event occurring.
The likelihood of either of two or more events occurring.
The likelihood of both of two or more events occurring.
The likelihood of an event occurring given that another event has already occurred.
The likelihood of two or more events occurring together.
The likelihood of individual events occurring.
The likelihood of events that have the same probability of occurring.
The likelihood of events that cover all possible outcomes.
The likelihood of events that cannot occur.
The likelihood of events that cannot occur simultaneously.
The likelihood of events that can occur simultaneously.
The likelihood of events that have no common outcomes.
The likelihood of events that share common outcomes.
The likelihood of the complement of an event occurring.
The likelihood of multiple events occurring together.
The likelihood of two or more events occurring simultaneously.
The likelihood of either of two or more events occurring.
The likelihood of a subset of events occurring.
The likelihood of a superset of events occurring.
The likelihood of different combinations and permutations of events occurring.
The likelihood of different combinations of events occurring, with replacement of items.
The likelihood of different combinations of events occurring, without replacement of items.
The likelihood of different arrangements of events occurring.
The likelihood of different orderings of events occurring.
The likelihood of sampling events from a larger set.
The likelihood of sampling events from a larger set, with replacement of items.
The likelihood of sampling events from a larger set, without replacement of items.
The likelihood of a specific event occurring successfully.
The likelihood of a specific event not occurring successfully.
The likelihood of a specific event occurring successfully or not.
The likelihood of a specific event occurring successfully or not, with replacement of items.
The likelihood of a specific event occurring successfully or not, without replacement of items.
The likelihood of different arrangements of successful and failed events occurring.
The likelihood of different orderings of successful and failed events occurring.
The likelihood of sampling successful and failed events from a larger set.
The likelihood of sampling successful and failed events from a larger set, with replacement of items.
The likelihood of sampling successful and failed events from a larger set, without replacement of items.