This course covers the basics of probability including unions, intersections, complements, conditional probability, independent events, Venn diagrams, mutually exclusive events, and De Morgan's Laws. The course aims to teach fundamental probability concepts and their applications. The teaching method includes theoretical explanations and example problems. This course is intended for individuals interested in gaining a foundational understanding of probability theory.
Overview
Syllabus
Basics of Probability: Unions, Intersections, and Complements.
An Introduction to Conditional Probability.
Independent Events (Basics of Probability: Independence of Two Events).
Conditional Probability Example Problems.
What Does Independence Look Like on a Venn Diagram?.
Are mutually exclusive events independent?.
De Morgan's Laws (in a probability context).
Taught by
jbstatistics
