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