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Appendix B

Probability Theory Formulae

Probability Concepts

Let $c0B-math-001$ and $c0B-math-002$ be events of the sample space $c0B-math-003$ with probabilities $c0B-math-004$ and $c0B-math-005$ , then

Complement

Conditional

Independence: The events $c0B-math-006$ and $c0B-math-007$ are independent if and only if

Mutually Exclusive: The events $c0B-math-008$ and $c0B-math-009$ are mutually exclusive if and only if ...

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