Formulas

Density Function: A probability density function f(x) gives the probability of each possible outcome x.

Distribution Function: A probability distribution function F(x) gives the probability of all possible outcomes accumulated from the reference outcome (starting point) up to the current outcome x. The probability density function and the probability distribution function have the following relationship:

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Mean Value: Mean Value, mean, or expectation, denoted by mu, is the likely outcome in an average sense. The average of all outcomes in a large-sample random sampling process is expected to be (close to) the mean value which is defined as:

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Variance: Variance denoted by sigma^2 gives the spread of a distribution measured from the likely outcome mu. It is defined as:

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Standard Deviation: Standard deviation, denoted by , is the positive square root of the variance. Both variance and standard deviation are used to describe the spread of a distribution.

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