Abstract
SummaryThis paper is a sequel to Mathematics, models, and Magz, Part 1: Investigating patterns in Pascal's triangle and tetrahedron. In the current paper the authors use a set of magnetic toys to extend results of Part I about patterns concerning binomial and tetranomial coefficients. In Pascal's tetrahedron they study vertex truncations and edge truncations. Then they extend those ideas to obtain analogous results in Pascal's simplex.
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