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Expected Value and The Law of Large Numbers
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How does the concept of expected value in discrete random variables relate to the law of large numbers in probability theory?

A

The expected value approximates the average outcome as the number of trials approaches infinity

B

The expected value represents the median of outcomes in an infinite number of trials

C

The expected value is always greater than the average of a large number of trials

D

The expected value always equals the most frequent outcome in a large number of trials

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