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GAMMA. DIST Function in Excel

Explore GAMMA. DIST Function with a clear overview, practical guidance, key features, and useful tips to help you make an informed decision.

Table of Contents

This guide provides a practical overview of GAMMA. DIST Function, including its main features, benefits, limitations, and important considerations.

GAMMA. DIST Function in Excel screenshot

Description: The function returns the gamma distribution , using this function to study the skewed distribution variables . Support functions from Excel 2010 onwards.

Syntax: GAMMA. DIST (x, alpha, beta, cumulative)

Inside:

- x: The value you want to calculate the gamma distribution .

- alpha: The parameter value to the distribution .

- beta: Value The parameter value to the distribution , if beta = 1 -> function returns the standard gamma distribution.

- cumulative: Logic values that define the function format include:

+ cumulative = True -> Returns the cumulative distribution function.

+ cumulative = False -> Returns the probability density function.

Attention:

- If one of the function's x, alpha, and beta arguments is not a number form -> the function returns the #VALUE! Error value

- If x <0 or alpha ? 0 or beta ? 0 -> the function returns the #NUM! Error value

- The equation for calculating the gamma probability density function is:

[fleft ({x, alpha} right) = frac {1} {{{beta ^ alpha} Gamma left (alpha right)}} {x ^ {alpha - 1}} {e ^ {- frac {N} {beta }}}]

- The equation for calculating the standard gamma probability density function is:

[fleft ({x, alpha} right) = frac {{{x ^ {alpha - 1}} {e ^ {- N}}}} {{Gamma left (alpha right)}}]

- When alpha = 1 -> function returns exponential distribution with:

[alpha = frac {1} {beta}]

- For n positive integers, if alpha = n / 2 , beta = 2 , cumulative = true -> the function returns the value (1 - CHISQ. DIST. RT (x)) with n degrees of freedom.

- If alpha is a positive integer, the function GAMMA. DIST is called the Erlang distribution.

For example:

Find the GAMMA probability distribution and density in the data table below:

GAMMA. DIST Function in Excel screenshot 2

- Calculate the cumulative gamma distribution . In a cell to calculate, enter the formula : = GAMMA. DIST (D6, D7, D8, D9)

GAMMA. DIST Function in Excel screenshot 3

- Press Enter -> GAMMA cumulative distribution is:

GAMMA. DIST Function in Excel screenshot 4

- Calculate the gamma probability density distribution . In a cell to calculate, enter the formula: = GAMMA. DIST (D6, D7, D8, D10)

GAMMA. DIST Function in Excel screenshot 5

- Press Enter -> Gamma probability density is:

GAMMA. DIST Function in Excel screenshot 6

Above are instructions and some specific examples when using the GAMMA. DIST function in Excel.

Good luck!

FAQ

What does the GAMMA. DIST Function function do in Excel?

The GAMMA. DIST Function function performs the calculation described in this guide. Use the correct arguments and compatible data types for reliable results.

How do I enter the GAMMA. DIST Function function correctly?

Start with an equals sign, enter GAMMA. DIST Function, add the required arguments inside parentheses, and confirm that cell references and separators are correct.

Why does the GAMMA. DIST Function function return an error?

Common causes include missing arguments, invalid data types, incorrect cell references, unsupported values, or regional separator settings.

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