need help for python. thank you.

The Weibull probability distribution is widely used to represent reliability in manufacturing processes. The density

function for this distribution is given by

$f(x)=\frac{}{{}^{}}{x}^{-1}{e}^{-(\frac{x}{}{)}^{}},x0$

where x is a random variable, $$ is a shape parameter, and $$ is a scale parameter for the distribution.

Design a function called myweib. The function must have the input parameters alpha and beta. The function must

return x $-$ the random variable$($number$)$ and f the Weilbull distribution.

$($a$)$ Create a plot of $f(x)$ for the range of $0x6$ with curves for $=6$ and $=5$ and $=1$ and $2.$ Use different

colors for the curves and provide a legend $($upper right corner of the graph$).$ Include grid lines.

$($b$)$ Python's NumPy module has a sub$-$module random that provides a weibull function for generating random numbers according to the distribution with $=1$ and a given $$ value. Generate an array of $3000$ random numbers for $=6.$ Plot a histogram chart for the results. Repeat the process for $=5.$ The bin size should be $11$ for the histogram plot.