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:content {:text "The Definition of Distribution Function"},
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:content {:text "The Properties of Distribution Function"},
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:content {:text "A random variable is said to be of discrete type if the number of different values it can take is finite or countably infinite."},
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:content {:text "We call X a continuous random variable if there is a function f defined for all x ∈ R and having the following properties:"},
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:content {:text "The Distribution Function of Function of a Random Variable"},
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:content {:text "we can assert that if X is a random variable, then Y := g(X) = g(X(ω)), where g is a real-valued function defined on the real line, is a random variable as well"},
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:extra {:page 44}}
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