• anonymous
Suppose I throw 2 fair dice. Let X be a random variable of the total points from the 2 fair dice thrown. So, the random value X can hold 11 values from 2 to 12: $X=\{ 2,3,...,12$ As usual in textbooks, there is often another omega in the sample space like this: $\omega \in \Omega$ In my case, what are the values in my space space of capital Omega? And what are my sampling values?
Mathematics

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