Why is the total load equal to area in under a uniform distribution?
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A continuous random variable has a uniform distribution if its values are spread evenly over the range of probabilities. The graph of auniform distribution results in a rectangular shape. 1. ... Because the total area under the density curve is equal to 1, there is a correspondence between area and probability.
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A continuous random variable has a uniform distribution if its values are spread evenly over the range of probabilities. The graph of auniform distribution results in a rectangular shape. 1. ... Because the total area under the density curve is equal to 1, there is a correspondence between area and probability.
hope it helps
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