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Uniform Distribution

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Continuous Uniform Distribution

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Applies to infinite outcomes in a continuous range. Characterized by a constant probability density function.

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Variance of Uniform Distribution

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Measures how much the outcomes are spread out from the mean.

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Discrete Uniform Distribution

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Applies to a finite number of outcomes, often seen in rolling dice or drawing cards.

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Cumulative Distribution Function (CDF)

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Gives the probability that a random variable is less than or equal to a certain value.

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Definition of Uniform Distribution

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A type of probability distribution where all outcomes are equally likely to occur.

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Application in Simulation

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Uniform distribution is used to generate random numbers in simulations.

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Use in Statistical Analysis

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Uniform distribution can be a model for phenomena with no preference for any interval or value over another.

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Expectation of Uniform Distribution

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The mean or expected value is the central point of the distribution.

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