Long description: weibulFig
Alt text: A graph illustrating the Weibull distribution curves for different values of the shape parameter, beta, specifically beta equals one, two, four, and eight.
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- The image displays a graph with the Weibull distribution plotted against a horizontal axis ranging from zero to four, and a vertical axis ranging from zero to four.
- Four distinct curves are shown, each corresponding to a different value of the shape parameter, beta: \(\beta = 1\), \(\beta = 2\), \(\beta = 4\), and \(\beta = 8\).
- The curve for \(\beta = 8\) is the tallest and narrowest, peaking at a value near three. It is positioned the furthest to the right compared to the other curves.
- The curve for \(\beta = 4\) is visibly less peaked and has shifted to the right compared to the \(\beta = 8\) curve.
- The curve for \(\beta = 2\) is broader and its peak is lower than that of the \(\beta = 4\) curve.
- The curve for \(\beta = 1\) is the lowest and flattest of the four, trailing off gradually across the visible range of the horizontal axis.