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Suppose there is a space of outcomes W with n different outcomes, w 1 ,..., w n . How many elements does the set F
Suppose there is a space of outcomes W with n different outcomes, w1,..., wn. How many elements does the set F contain? Assume there is a random variable X defined on this space W. How many values, at most, are possible for the function X(w) and how many values at most will its distribution function F attain?
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