Name: What Are Disjoint Events?
Uploaded: 2023-08-03T06:06:00.290Z
Channel: House of Math
Description: Disjoint events are events that can’t happen at the same time. This video explains their significance in probability theory through the use of examples.

George Boole, the namesake of Boolean algebra, contributed a lot to probability theory. Boolean algebra, which involves variables that take on one of two values (usually represented as 0 and 1), is fundamental to digital circuits and computing. In probability theory, a Boolean variable represents a single trial that either succeeds (1) or fails (0).

Disjoint events are events that can’t happen at the same time. This video explains their significance in probability theory through the use of examples.

Events that can’t happen at the same time. The intersection of disjoint events is an empty set.

Mathagon

Uniform Distribution

Probability of Uniform Distribution

Sum of the Probabilities

Outcome, Sample Space and Event

Union

Intersection

Venn Diagram

Complementary Events

Probability Complementary Event

Disjoint Events

Single Trial

Disjoint events are events that can’t happen at the same time. This video explains their significance in probability theory through the use of examples. 