中学数学“教学评一体化”教学研究——以分式方程为例
Research on the “Integration of Teaching Evaluation” in Middle School Mathematics—Taking Fractional Equations as an Example
摘要: 在核心素养导向的课程改革背景下,传统数学教学“教”“学”“评”割裂现象制约了学生高阶思维发展。以分式方程教学为载体,构建“教学评一体化”实施框架,旨在通过目标统整、活动嵌评、反馈改进的系统设计,破解代数教学重技能轻素养的实践困境,为初中数学深度教学提供方法论支持。研究基于建构主义理论,构建了“三维目标统整–评价任务逆向设计–课堂动态监测”的实施路径:通过解构分式方程知识网络实现教学内容结构化重组,开发“认知–方法–情感”融合目标体系,并配套形成性评价工具链;实践层面采用“情境驱动–脚手架探究–多元评价”教学模式,结合智慧教育技术实现数据驱动的精准教学。研究表明,该模式显著提升了学生数学建模能力与问题解决水平,尤其在分式方程应用题解答正确率上提升27.3%。
Abstract: In the context of curriculum reform guided by core competencies, the phenomenon of the separation of “teaching,” “learning,” and “evaluation” in traditional mathematics teaching has constrained the development of students’ higher-order thinking. Using fractional equation teaching as a carrier, a “teaching evaluation integration” implementation framework is constructed, aiming to solve the practical dilemma of algebra teaching emphasizing skills over literacy through a systematic design of goal integration, activity embedding evaluation, and feedback improvement, and provide methodological support for in-depth teaching of junior high school mathematics. Based on constructivist theory, the implementation path of “three-dimensional goal integration evaluation task reverse design classroom dynamic monitoring” has been constructed. By deconstructing the knowledge network of fractional equations, the teaching content is structured and reorganized, and a “cognitive method emotional” integrated goal system is developed, accompanied by a formative evaluation tool chain; At the practical level, the teaching model of “scenario driven scaffolding exploration multiple evaluation” is adopted, combined with smart education technology to achieve data-driven precision teaching. Research has shown that this model significantly improves students’ mathematical modeling ability and problem-solving skills, especially in the accuracy of solving fractional equation application problems by 27.3%.
参考文献
|
[1]
|
段有新. 初中数学实验教学评一体化实践与思考[J]. 教育与装备研究, 2024, 40(7): 39-44.
|
|
[2]
|
李武装, 司乐凡. 数学“教学评一体化”教学模式分析——以分式方程为例[J]. 安阳师范学院学报, 2024, 26(5): 154-156.
|
|
[3]
|
柏素霞, 李树臣. 数学“教学评一体化”中的几个问题[J]. 中学数学杂志, 2024(10): 10-14.
|
|
[4]
|
诸应星. 教学评一体化视域下初中数学教学研究[D]: [硕士学位论文]. 合肥: 合肥师范学院, 2023.
|
|
[5]
|
李双双, 刘明. 高中数学概念课“教学评一体化”的实施路径探索[J]. 数学通讯, 2024(4): 1-5.
|
|
[6]
|
沈臻, 王强. 基于“教学评一体化”的数学整体思维的培养——以2023年新高考Ⅱ卷第21题为例[J]. 中学数学月刊, 2024(2): 56-59.
|
|
[7]
|
翟汝信. 初中数学教学评一体化有效实施路径研究[J]. 互动软件, 2023(6): 1485-1486.
|
|
[8]
|
张洋. “教学评一体化”指导下的小学数学思维培养[J]. 读写算, 2024(25): 74-76.
|
|
[9]
|
何灵珍. 初中数学教学评一体化研究[J]. 课堂内外(高中版), 2024(49): 22-24.
|
|
[10]
|
李志鹏. 核心素养背景下初中数学教学评一体化课堂教学策略[J]. 课堂内外(高中版), 2023(22): 68-70.
|
|
[11]
|
李志鹏. 核心素养背景下初中数学教学评一体化课堂教学策略[J]. 课堂内外(初中教研), 2023(6): 68-70.
|
|
[12]
|
王建华, 朱凯. 基于数字技术的数学教学评一体化探索[J]. 中小学数字化教学, 2024(6): 55-59.
|