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Normal probability plots to discern significant effects

Normal probability plots to discern significant effects [Pg.149]

There is a method by which this can be achieved without prior knowledge of the experimental error variance, viz. through using normal probability plots. This very [Pg.149]

If we have a set of nonnally distributed measured data, [pp y, ., yn], their [Pg.150]

The probability, P(y a), that a measured value randomly drawn from the set is less or equal to a given value a, is proportional to the surface under the curve in the interval [- , fl], see Fig. 6.6. [Pg.150]

6 The probability P(y s a) is proportional to the surface under the frequent distribution. [Pg.151]




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Effect significant

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Normal probability plot

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