Posts

Geometric and hyper - geometric distribution

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 In this post i am going to share my own handwritten notes of geometric and Hyper-geometric distribution I have also uploaded many videos on various discrete distributions on my YouTube channel study nutz......link👉 https://youtube.com/channel/UC0MOc_xiE45t5TzjrJG7wGA If you like my YouTube channel pls 🙏like share and subscribe. And if you have any doubt in calculations...pls ask me in comments...i will definitely solve your problem 1# probability mass function of geometric distribution 2# probability mass function and parameters of hyper- geometric distribution Also please watch Oral explanation of these articles on my YouTube channel videos👇👇

Negative binomial distribution

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 In this post i am going to share my own handwritten notes of negative binomial distribution. I have also uploaded many videos on various discrete distributions on my YouTube channel study nutz......link👉 https://youtube.com/channel/UC0MOc_xiE45t5TzjrJG7wGA If you like my YouTube channel pls 🙏like share and subscribe. And if you have any doubt in calculations...pls ask me in comments...i will definitely solve your problems 1# probability mass function (p.m.f) Here we can get 3 p.m.f of negative binomial distribution First two p.m.f are in form p,q And third p.m.f is in form P,Q 2# Moment generating function of negative binomial distribution and deriving moments about origin and moments about mean of negative binomial distribution from its moment generating function 3# probability generating function of negative binomial distribution Px(s) 4# deduction of moments of negative binomial distribution from moments of binomial distribution 5# Poisson distribution as a limiting case of negat

Poisson distribution

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In this post i am going to share my own handwritten notes of Poisson distribution. I have also uploaded many videos on various discrete distributions on my YouTube channel study nutz......link👉  https://youtube.com/channel/UC0MOc_xiE45t5TzjrJG7wGA If you like my YouTube channel pls 🙏like share and subscribe. And if you have any doubt in calculations...pls ask me in comments...i will definitely solve your problems Probability mass function of Poisson distribution 2# Moments about origin of Poisson distribution Moments about mean of Poisson distribution Coefficient of skewness and kurtosis of Poisson distribution 3# Recurrence formula for probabilities of Poisson distribution Or Fitting of Poisson distribution 4# Cumulant generating function and Cumulants i.e k1,k2,k3,k4 of Poisson distribution Or finding moments about mean and coefficient of skewness i.e. B1,B2 of Poisson distribution from cumulant generating function 5# Additive or reccurence property of Poisson distribution 6# Mode

Binomial distribution

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 In this post i am going to share my own handwritten notes of binomial distribution. I have also uploaded many videos on various discrete distributions on my YouTube channel study nutz......link👉 https://youtube.com/channel/UC0MOc_xiE45t5TzjrJG7wGA If you like my YouTube channel pls 🙏like share and subscribe. And if you have any doubt in calculations...pls ask me in comments...i will definitely solve your problems 1#.Definition of Probability mass function ( p.m.f) Parameters and notation 2# Physical conditions for binomial distribution 3# Moments about origin  Well all these moments about origin can be easily calculated by learning 3 steps...which i had explained in my YouTube vedeo and link of that video is given in end of this blog post...so pls watch  First moment about origin Second moment about origin Third moment about origin Fourth moment about origin So now rest of moments about mean and coefficients of skewness and kurtosis can be easily calculated form these formulas 4# Ad