Wblpdf
Wblpdf-func
Definition:
returns the probability density function
of the Weibull distribution with parameters
and k.
![P(x {\vert}\lambda,k)=k\lambda^{-k}x^{k-1}e^{-(\frac x\lambda)^k} P(x {\vert}\lambda,k)=k\lambda^{-k}x^{k-1}e^{-(\frac x\lambda)^k}](../images/Wblpdf_(function)/math-a0bf9495013958d36727dbaa6c3106a2.png)
Parameters:
(inptu, double)
- The value of the x variate.
![x\geq 0 x\geq 0](../images/Wblpdf_(function)/math-d7b89f725185c1fd9984123cbaa89612.png)
(inptu,
double)
- The scale parameter,
, of the required Weibull
distribution, must be positive(
>0
).
(inptu, double)
- The shape parameter, k, of the required Weibull distribution, must
be positive( k> 0)
(output, double)
- The probability.