LEVEL OF ACHIEVEMENT OF LEARNING OBJECTIVES IN NATURAL NUMBERS TEACHING IN THE 4TH GRADE OF PRIMARY SCHOOL

N. Malinović-Jovanović
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引用次数: 2

Abstract

This paper presents the results of the research on the level of achievement of course objectives in natural numbers teaching in the 4th grade of primary school using the taxonomic model designed for this research purposes. The taxonomic model consists of five levels: recognition, reproduction, comprehension, generalization and application, problem solving. It was aligned with Bloom’s taxonomy in the cognitive domain, and also with the requirements related to the assessment of students’ knowledge presented in the Primary School Mathematics curriculum. A descriptive method in its analytical and classification form was used, whereupon data were obtained on the degree of operationality and classification of learning objectives in terms of concretization, realization and possibility of verifying whether the objectives can be achieved. The survey was conducted on a sample of 315 students of the 4th grade. The obtained results indicate that as the level of complexity based on the taxonomic model increases, the level of achievement of learning objectives regarding natural numbers in the 4th grade of the primary school decreases. Moreover, in the case of two learning objectives, students achieved all levels of complexity, while in the case of three learning objectives students reached the level of comprehension. When it comes to the remaining four learning objectives, they reached the level of reproduction, that is, they acquired only the basic knowledge that each student is supposed to gain at the end of the learning process. The obtained results can contribute to changes in the approaches to teaching contents in the following way: changes and innovation to the mathematics curriculum, identification and formulation of learning goals, evaluation of the level of achievement of learning objectives, more efficient individualization of the learning process, identification of criteria and standards for assessing students’ knowledge, acquiring a more permanent and better-quality knowledge, etc.
小学四年级自然数教学中学习目标的实现水平
本文采用为研究目的而设计的分类学模型,对小学四年级自然数教学课程目标实现水平进行了研究。分类模型包括识别、复制、理解、推广应用、问题解决五个层次。它与布鲁姆在认知领域的分类法是一致的,也与小学数学课程中对学生知识评估的要求相一致。采用分析和分类形式的描述性方法,从学习目标的具体化、实现和验证目标是否可以实现的可能性三个方面获得学习目标的可操作性和分类程度的数据。调查对象为315名四年级学生。结果表明,随着基于分类模型的复杂性水平的提高,小学四年级自然数学习目标的实现水平降低。此外,在两个学习目标的情况下,学生达到了所有层次的复杂性,而在三个学习目标的情况下,学生达到了理解水平。在剩下的四个学习目标上,他们达到了再生产的水平,也就是说,他们只获得了每个学生在学习过程结束时应该获得的基本知识。获得的结果可以通过以下方式促进教学内容方法的改变:数学课程的改变和创新、学习目标的确定和制定、学习目标实现水平的评价、学习过程的更有效的个性化、评估学生知识的标准和标准的确定、获得更持久和更高质量的知识等。
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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