Given that most of the problems that we will study this semester will have a stochastic component we will start with a review core concepts in probability and some of their applications.
A probability problem dealing with disaragements (permutations where no element is in its correct position.)
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A probability problem dealing selection without replacement until collection is empty.
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A probability problem based on constructing triangles from sticks of random length.
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A set of short problems based on discrete and continuous probability distributions.
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