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Continuous Random Variable

   Also found in: Wikipedia 0.03 sec.
Continuous random variable
A random value that can take any fractional value within specified ranges, as contrasted with a discrete variable.

Continuous Random Variable
A random variable that may take any value within a given range. That is, unlike a discrete variable, a continuous random variable is not necessarily an integer.


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n] - log n [less than or equal to] [eta]} ~ F([eta]), where F([eta]) is the distribution function of a continuous random variable Z with mean [m.
Some Inequalities for Random Variables Throughout this section, let 0 < a < b , r [not equal to] 0 in R , and let X be a continuous random variable having the continuous probability density function g : [a, b] [right arrow] [0, 1] which is positive on (a, b) and we assume the r - moment [E.
 
 
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