a distribution of a continuous variable in which the probability of X falling within a given

The simplest of all failure distributions. it can be interpreted as meaning that the random variable can only exist in the range A to B (lower to upper) and that the probability of occurrence is directly proportional to the interval length.

A continuous probability distribution which is useful for characterizing data which ranges over an interval of values, each of which is equally likely. It is sometimes called the rectangular distribution because of its shape when plotted. The distribution is completely determined by the smallest possible value "a" and the largest possible value "b". For discrete data, there is a related discrete uniform distribution. Parameters: lower limit a, upper limit ba Domain: a=X=b Mean: (a+b)/a Variance: (b-a) 2/12

A distribution that has constant probability.

A continuous distribution over a range which we will denote [a,b]. Pdf is (x-a)/(b-a). Mean is .5*(a+b). Variance is (1/12)(b-a)2. Source: econterms

In mathematics, the uniform distributions are simple probability distributions.