## Normal Approximation to Binomial Calculator with Examples

Normal Approximation to Binomial Calculator with examples Let $X$ be a Binomial random variable with number of trials $n$ and probability of success $p$. The …

## Poisson approximation to binomial distribution examples

Poisson approximation to binomial distribution examples Let $X$ be a binomial random variable with number of trials $n$ and probability of success $p$. The mean …

## Truncated Binomial Distribution at X=0

Meaning of Truncation The literal meaning of truncation is to ‘shorten’ or ‘cut-off’ or ‘discard’ something. We can define the truncation of a distribution as …

## Truncated Poisson Distribution at X=0

Truncated Poisson Distribution (at $X=0$) A discrete random variable $X$ is said to have truncated Poisson distribution (at $X=0$) if its probability mass function is …

## Log Normal Distribution

Log-normal Distribution The continuous random variable $X$ has a log-normal distribution if the random variable $Y=\ln (X)$ has a normal distribution with mean $\mu$ and …

## Beta Type II Distribution Calculator

Beta Type II Distribution Calculator Beta Type II Distribution Calculator is used to find the probability density and cumulative probabilities for Beta Type II distribution …

## Cauchy Distribution Calculator With Examples

Cauchy Distribution Calculator Use this calculator to find the probability density and cumulative probabilities for Cauchy distribution with parameter $a$ and $b$. Cauchy Distribution Calculator …

## Particular Cases of Power Series Distribution

Particular Cases of PSD In this tutorial, we will discuss some of the particular cases of Power Series Distributions. Some discrete distributions are particular cases …

## Power Series Distribution

Power Series Distribution Let $T$ be any countable set of real numbers with no finite limit point and let $a(\cdot)$ be any real valued function …

## Negative Binomial Distribution Calculator with Examples

Negative Binomial Distribution Calculator This calculator is used to find the probability and cumulative probabilities for negative binomial random variable given the number of successes …