Excel WEIBULL.DIST Function
Description
The Excel WEIBULL.DIST function returns the Weibull probability density function or Weibull cumulative distribution for a supplied set of parameters. It is frequently used for reliability analysis, e.g., for testing the mean time of the failure of an equipment in a specific time range.
Formula syntax
Arguments
|
Returns
WEIBULL.DIST function returns a numeric value.
Remarks
1. The function returns #VALUE! error value if x, alpha, or beta is a non-numeric value.
2. The function returns #NUM! error value when
- x is negative;
- alpha or beta ≤ 0
- X_range and prob_range have different numbers of data points, WEIBULL.DIST function return the #N/A error value.
3. The equation for Weibull cumulative distribution function is
4. The equation for Weibull probability density function is
5. When alpha = 1, WEIBULL.DIST function returns the exponential distribution with
Version
Excel 2010 and later versions
Usage and Examples
Basic usage
For getting the Weibull cumulative distribution function (cumulative as TURE) and Weibull probability density function (cumulative as FALSE) separately for the supplied x (10), alpha (15),beta (20), you can use the WEIBULL.DIST function as these:
=WEIBULL.DIST(10,15,20,TRUE) // Weibull cumulative distribution function
=WEIBULL.DIST(10,15,20,FALSE) // Weibull probability density function
Press Enter key to get the result.
Other Functions:
Excel POISSON Function
The Excel POISSON function returns the Poisson distribution which is used to predict the number of events occurring over a specific time.
Excel WEIBULL Function
The Excel WEIBULL function returns the Weibull probability density function or Weibull cumulative distribution for a supplied set of parameters.
Excel EXPON.DIST Function
EXPON.DIST function used in Excel 2010, returns the exponential distribution based on the given x value and the parameter of the distribution.
Excel F.DIST Function
The Excel F.DIST function returns the F probability distribution which is usually used to measure the degree of diversity between two data sets.
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