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Fun in teaching counting using the powerball lottery

机译:使用Powerball Boltery教学的乐趣

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One of the many challenges in teaching a required course in discrete mathematical structures to students in computing-related curricula is undoubtedly the teaching of counting techniques and their applications. Traditionally, a technique-driven approach is often adopted in which basic counting principles are introduced one at a time and then unrelated examples are used to illustrate the application of each counting principle. Unfortunately, students often mistake each cleverly constructed solution as a “trick” and fail to understand the underlying counting principle involved under different conditions. In this paper, we propose a problem-driven approach using the Powerball lottery and its variations. By examining how numbers can be selected, fundamental counting principles such as the sum and product rules, permutations and combinations, the pigeonhole principle, and other counting principles can easily be introduced and explored. Using this approach, we are able to motivate our students to study and enjoy doing counting.
机译:在与计算相关课程中的学生的离散数学结构中教学所需课程的许多挑战之一无疑是计数技术及其应用的教学。传统上,通常采用技术驱动的方法,其中一次引入一个基本的计数原理,然后使用不相关的例子来说明每个计数原理的应用。不幸的是,学生经常将每个巧妙构造的解决方案误认为是“诀窍”,并且未能理解不同条件下涉及的潜在计数原则。在本文中,我们提出了一种使用Powerball Bottery及其变体的问题驱动方法。通过检查如何选择号码,可以轻松引入和探索诸如总和和产品规则,依赖和组合等数量的基本计数原则,归属化原理和其他计数原则。使用这种方法,我们能够激励学生学习和享受计数。

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