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Precalculus
Calculus 1
Calculus 2
Calculus 3
Linear algebra
Probability theory
Probability theory
Events, probabilities and combinatorics
Total probability theorem and Bayes’ theorem
Distribution, distribution function, density function
Expected value and standard deviation
Markov’s and Chebyshev’s inequalities
Discrete and continuous distributions
Distributions of two random variables
Discrete and continuous distributions
Episodes
01
Binomial, Poisson and hypergeometric distributions
02
The proper time to apply each distribution
03
Exponential, normal and uniform distributions
04
Relationship between Poisson and Exponential distribution
07
The "forever young" property of the exponential distribution
08
Problem with Poisson and Binomial distributions
09
Problem 09
10
Problem 10
11
Problem 11
12
Problem 12
13
Problem 13
14
Problem 14
15
Problem 15
16
Problem 16
17
Problem 17
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