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Triangular Distribution
a :

b :

c :

x :


P(x) :

Mean (μ) :

Median :

Mode :

Variance (σ2) :





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HISTORY




Triangular Distribution Calculator

Use this online triangular distribution calculator to estimate the probability density function (PDF) and cumulative distribution of random variables. It generates a detailed step-by-step mathematical workout for your parameters (a, b, and c).

Triangular Distribution and Formulas

Triangular distribution is a probability function used in statistics to analyze the behaviour of maximum likelihood of data between the interval or two points a and b. It's also known as lack of knowledge distribution has the base of (b - a) and the height (c) of 2/(b - a), often used in business simulations. It's one of a continous probability functions used in statistics and probability to characterize the subjective description of the data distribution. It looks symmetrical when c = (a + b)/2. In this calculation, the term P(x) represents the probability of maximum likelihood, mean (μ) represents the expected likelihood of data and σ2 represents the variation among the group of data.

Formula

The below formula is mathematical representation for Triangular probability density function may help users to know what are all the input parameters are being used in such calculations to characterize the data distribution. Users may use these below triangular distribution formulas for manual calculations and use this calculator to verify the results of manual calculations or generate complete work with steps.

Triangular distribution formulas
Triangular Distribution formula to estimate probablity of maximum likelihood of data between two points

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