eping in class is 0.1 if the student got
    enough sleep, and 0.3 if not.<br>

Formulate this information as a dynamic Bayesian network that the
professor could use to filter or predict from a sequence of
observations. Then reformulate it as a hidden Markov model that has only
a single observation variable. Give the complete probability tables for
the model.<br>
</p>
    </div>
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