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This result is interpreted as follows The probability that a random variable differs from its mean by at least c standard deviations is less than or equal to 1 c2 Note that the rule is useful only for c > 1 For example, using c = 2 implies that the probability that any random variable differs from its mean by at least two standard deviations is no greater than 1 4 We know that for a normal random variable, this probability is less than 005 Also, using c 3 implies that the probability that any random variable differs from its mean by at least three standard deviations is no greater than 1 9 Chebyshev s inequality provides a relationship between the standard deviation and the dispersion of the probability distribution of any random variable The proof is left as an exercise. codigo fuente pdf417 vb.net pdf417 generator vb . net - Barcode SDK
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