“INVESTIGATE MATHEMATICAL CREATIVITY IN THE FRACTIONS TOPIC IN FIFTH GRADE STUDENTS”

Meruyert Maratkyzy Assan
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Abstract

The article discusses the methodological problem of familiarizing a younger student with the concepts of "share" and "fraction" in an elementary school mathematics course. In mathematics textbooks for elementary grades, a student receives information about fractions only through a system of practical actions on real objects, quantities and a description of these actions in the language of special mathematical symbols. Teaching fractions is an integral part of the math program. But why are fractions so hard to understand for children? There are three big things that confuse children most often.1. We often ask children to complete a series of steps without understanding the reasons for these steps. Sometimes, when they are younger, students are not even ready for the development of concepts.2. Children often have misconceptions about all the complex topics of mathematics, including fractions. When we can help children resist these misconceptions, learning is often easier.3. Children struggle with fractions for the same reason that children struggle with many new concepts: they just need practice. Examples of such practical actions are given in the article.
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探究五年级学生分数题的数学创造性
本文讨论了在小学数学课程中,如何使低年级学生熟悉“份额”和“分数”概念的方法问题。在小学数学教科书中,学生只能通过对真实物体、数量的一系列实际动作,以及用特殊数学符号的语言对这些动作的描述,来获得关于分数的信息。分数教学是数学课程中不可或缺的一部分。但是为什么分数对孩子来说如此难以理解呢?有三件大事最常使孩子们感到困惑。我们经常要求孩子完成一系列的步骤,却不了解这些步骤的原因。有时,当学生还小的时候,他们甚至还没有准备好发展概念。孩子们经常对包括分数在内的所有复杂的数学主题产生误解。当我们能帮助孩子们抵制这些误解时,学习往往会更容易。孩子们在分数上挣扎的原因和孩子们在许多新概念上挣扎的原因是一样的:他们只是需要练习。文章中给出了这些实际行动的例子。
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