Let ? and ? be two independent random variables with uniform distribution. ?(? = 0|? = ?, ? = ?) = 1 − ?, ?(? = 1|? = ?, ? = ?) = ?(1 − ?) and ?(? = 2|? = ?, ? = ?) = ??.
1.Write down the conditional expectation ?[?|? = ?] and ?[?|? = ?] as functions of ?.
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