IB Mathematics Applications & Interpretation AHL 4.17—poisson Distribution Flashcards

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What is the Probability Mass Function (PMF) of a Poisson distribution $X \sim Poisson (λ)$ for $k$ occurrences?

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$P (X = k) = \frac{e ^{- λ} λ ^{k}}{k !}$ where $k = 0, 1, 2, \dots$

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AHL 4.17—Poisson distribution

IB Mathematics Applications & Interpretation AHL 4.17—poisson Distribution Flashcards

Number and Algebra15 subtopics

Functions10 subtopics

Geometry and Trigonometry16 subtopics

Statistics and Probability19 subtopics

Calculus18 subtopics

IB Mathematics Applications & Interpretation AHL 4.17—poisson Distribution Flashcards

Number and Algebra15 subtopics

Functions10 subtopics

Geometry and Trigonometry16 subtopics

Statistics and Probability19 subtopics

Calculus18 subtopics

Flashcards for

Flashcards for AHL 4.17—Poisson distribution - IB