Showing posts with label JIM 312 Probability Theory. Show all posts
Showing posts with label JIM 312 Probability Theory. Show all posts

Saturday, April 4, 2020

Bernoulli Distribution

JIM 312 Probability Theory













Binomial Distribution

Bernoulli Distribution

Poisson Distribution

Geometric Distribution 

Negative Binomial

Hypergeometric distribution

Hypergeometric Distribution

JIM 312 Probability
Hypergeometric Distribution















Binomial Distribution

Bernoulli Distribution

Poisson Distribution

Geometric Distribution 

Negative Binomial

Hypergeometric distribution



Negative Binomial Distribution

JIM 312 Probability Theory










Binomial Distribution

Bernoulli Distribution

Poisson Distribution

Geometric Distribution 

Negative Binomial

Hypergeometric distribution

Geometric Distribution

JIM 312 Probability Theory

Geometric Distribution




Geometric Distribution




Geometric Distribution




Proof Geometric Distribution


Calculating Probability



Calculating least Trials



Calculating Expected Mean




Binomial Distribution

Bernoulli Distribution

Poisson Distribution

Geometric Distribution 

Negative Binomial

Hypergeometric distribution

Poisson Distribution

JIM 312 Probability Theory









When does a random variable have a Poisson distribution?












Binomial Distribution


Poisson Distribution

Geometric Distribution 

Negative Binomial

Hypergeometric distribution






Continuos Random Variables

JIM 312 Probabilty Theory


Continuous Random Variables: Cumulative Distribution Functions






Continuous Random Variables: Probability Density Functions





Continuous Random Variables: Mean & Variance









Continuous Random Variables: Cumulative Distribution Functions





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Binomial Distrubution



















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