传统数学与吠陀数学教学效果的比较研究

A. Shukla, R. Shukla, Ajay Pratap Singh
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引用次数: 0

摘要

吠陀数学是古印度数学体系的名称,它在20世纪初从古印度经典即阿闼婆吠陀中被重新发现。本研究旨在比较传统数学教学与吠陀数学教学对学生数学成绩的影响。本实验研究采用前测后测等效对照组设计,每组随机抽取勒克瑙BKT Inter学院学生30名。该研究涵盖了北方邦基础教育委员会第八班数学教学大纲的主要主题,即平方,平方根,代数表达式的分解和简单方程组的联立。采用均值、标准差、t检验和效应量对自制数学成就测验(ATM)收集的数据进行前测和后测分析。实验组学生后测数学成绩显著高于对照组。各组男女学生的后测结果均无显著差异。效应量计算为Glass ' Δ,为0.902。因此,人们发现吠陀数学方法对提高学生的数学成绩非常有效,男女学生的成绩也一样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Comparative Study of Effectiveness of Teaching Mathematics through Conventional & Vedic Mathematics Approach
Vedic mathematics is the name given to the ancient Indian system of mathematics that was rediscovered in the early twentieth century from ancient Indian scripture namely Atharvaveda. The study was intended to compare the effectiveness of teaching mathematics through conventional and Vedic mathematics approach in the terms of students’ achievement in mathematics. In this experimental study, pretest-posttest equivalent control groups design was used having randomly selected sample of 30 students in each group from BKT Inter College, Lucknow. The study covered the major topics of UP Basic Education Board class VIII mathematics syllabus viz., square, square-root, factorization of algebraic expressions and simultaneous simple equations. Mean, standard deviation, t-test and effect size were used for analyzing the data collected through self-made Achievement Tests in Mathematics (ATM) as pretest and posttest. Students’ achievement in mathematics of experimental group on posttest was significant over that of control group. No significant difference was found between male and female students in each group on posttest. Effect size was calculated as Glass’ Δ which was 0.902. Thus the Vedic mathematics approach is found highly effective for enhancing the students’ achievement in mathematics as well as that of male and female students equally.
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