严运锦, 苏芋七. 数学文化视角下小学数学"综合与实践"微项目学习实践探究J. 内江师范学院学报, 2026, 41(4): 6-13. DOI: 10.13603/j.cnki.51-1621/z.2026.04.002
    引用本文: 严运锦, 苏芋七. 数学文化视角下小学数学"综合与实践"微项目学习实践探究J. 内江师范学院学报, 2026, 41(4): 6-13. DOI: 10.13603/j.cnki.51-1621/z.2026.04.002
    YAN Yunjin, SU Yuqi. An exploratory study on micro-project based learning in primary school mathematics "Synthesis and Practice" from the perspective of mathematical cultureJ. Journal of Neijiang Normal University, 2026, 41(4): 6-13. DOI: 10.13603/j.cnki.51-1621/z.2026.04.002
    Citation: YAN Yunjin, SU Yuqi. An exploratory study on micro-project based learning in primary school mathematics "Synthesis and Practice" from the perspective of mathematical cultureJ. Journal of Neijiang Normal University, 2026, 41(4): 6-13. DOI: 10.13603/j.cnki.51-1621/z.2026.04.002

    数学文化视角下小学数学"综合与实践"微项目学习实践探究

    An exploratory study on micro-project based learning in primary school mathematics "Synthesis and Practice" from the perspective of mathematical culture

    • 摘要: 项目式学习是小学数学"综合与实践"领域教学的重要实施形式.而微项目学习作为项目式学习的精简形式,具有规模小、周期短、学科聚焦的特点,更适用于小学数学第三学段的教学.为此,依据数学文化五特征与微项目学习四要素构建了数学文化视角下小学"综合与实践"微项目学习模式,并以"节约用水"一课为例提出四大实践路径:弥合"文化认知鸿沟",建构基于数学文化、注重历史传承的教学内容观;突破"学科壁垒",建构基于跨学科整合、注重认知与审美协同发展的学习活动观;超越"虚拟情境",建构基于真实问题、贴合学生经验的社会实践观;消解"单一评价",建构基于多元文化属性、注重全面发展的学生质量发展评价观.

       

      Abstract: Project-based learning serves as a crucial implementation form for instruction in the field of "Synthesis and Practice" within primary school mathematics. As a streamlined version of project-based learning, micro-project based learning is characterized by its small scale, short cycle, and subject focus, making it particularly suitable for teaching in the upper primary grades. Accordingly, this study constructs a micro-project based learning model for primary school "Synthesis and Practice" from the perspective of mathematical culture, integrating the five characteristics of mathematical culture with the four essential elements of micro-project based learning. Taking the lesson "Save Water" as an example, it proposes four practical pathways: bridging the "cultural cognitive gap" by constructing a view of teaching content grounded in mathematical culture and emphasizing historical inheritance; breaking through "disciplinary barriers" by building a view of learning activities based on interdisciplinary integration and emphasizing the synergistic development of cognition and aesthetics; transcending "virtual situations" by forming a view of social practice rooted in real-world problems and emphasizing value identification; and resolving "unitary evaluation" by establishing a view of student development assessment based on multicultural attributes and emphasizing the balance between norms and innovation.

       

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