Um outro olhar sobre as indeterminações

Diego Desanti, Roy Probst
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Abstract

This work is about the seven mathematical indeterminate forms. This study aims to provide a more general explanation of indeterminate forms to Math students, teachers, and enthusiasts. For each indeterminate form, it shows examples of limits that are equal to zero, infinite, a non-zero constant, or does not exist. It also discusses how the notion of infinity solved paradoxes in Mathematics and Philosophy throughout the history, such as Hilbert Hotel and Zeno paradoxes.
对不确定性的另一种看法
这项工作是关于七个数学不定式。本研究旨在为数学学生、教师及数学爱好者提供不定式的一般解释。对于每一个不定式,它给出了极限等于零、无穷、非零常数或不存在的例子。它还讨论了无穷概念如何解决历史上数学和哲学中的悖论,如希尔伯特旅馆和芝诺悖论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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