In mathematical terms, how is an event formally defined relative to the sample space?
Answer
As a subset of the sample space.
Formally, an event is defined as a collection, or subset, containing one or more outcomes selected from the total set of possibilities defined by the sample space.
#Videos
What Is Random Event In Probability? - The Friendly Statistician
Related Questions
What function does probability serve concerning random events?What term denotes the set of all possible outcomes from a random experiment?In mathematical terms, how is an event formally defined relative to the sample space?What distinguishes a compound event from a simple event?Which fundamental axiom of probability requires that the probability of the entire sample space must equal 1?The classical definition of probability is primarily applied under which condition?Which interpretation of probability relies on observing the relative frequency of an event over numerous trials?How is the relationship between two independent events, A and B, characterized regarding probability?For dependent events, how is the probability that both A and B occur calculated?In the Addition Rule ($P(A \cup B) = P(A) + P(B) - P(A \cap B)$), why is the probability of the intersection subtracted?