运用数学增长模型预测学生数学成绩的增长率

C. Obasi, C. Ugo
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引用次数: 1

摘要

学生在中学的数学成绩对他们在大学的表现和未来的职业生涯都有重要的影响。有许多创新的教学策略是有前途的,并且已经证明可以提高学生的数学成绩;人们会想知道在数学上是否会有相应的成就增长。因此,本文运用数学增长模型预测学生数学成绩的增长率。采用发展性调查设计,收集尼日利亚拉各斯西非考试委员会(WAEC)发展处1991-2016年学生的WAEC数学成绩。运用Logistic增长数学模型计算预测成就增长率。并利用社会科学统计软件SPSS (Statistical Package for Social Sciences)绘制了1991 - 2016年的成果数据曲线图。结果表明,学生数学成绩的预测增长率约为每年25.3%。这表明在学分水平上的预测成就率呈微弱的上升趋势,因此表明数学成就和经济增长的可持续性不稳定。除其他外,建议对尼日利亚WAEC普通数学成绩增长微弱和不稳定的因素进行调查。此外,应确保各级学校有效的数学教学和学习,以保持这门学科的成就增长。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predicting Growth Rate of Students’ Achievement in Mathematics Using Mathematical Growth Model
Students’ mathematics achievements in secondary school have an influential effect on their performance in university and their future careers. There are numerous innovative teaching strategies which are promising and have shown to improve students’ achievement in mathematics; one will wonder if there will be corresponding achievement growth in mathematics. Therefore, this paper predicts growth rate of students’ achievement in mathematics using mathematical growth model. A developmental survey design was employed where students’ WAEC mathematics achievement results from 1991-2016 were collected from the Development Division, West African Examination Council (WAEC) Lagos, Nigeria. The Logistic growth mathematical model was used to compute predicted achievement growth rate. The Statistical Package for Social Sciences (SPSS) was also used to plot the graph of the achievement data from 1991 to 2016. The result indicates that the predicted growth rate of students’ achievement in mathematics is approximately increased by 25.3% per year. This shows a weak upward trend in predicted rate of achievement at credit level and consequently indicates unsteady sustainability in mathematics achievement as well as economic growth. It is recommended among others that there should be investigation into factors responsible for the weak and unsteady achievement growth in WAEC general mathematics in Nigeria. Also, effective teaching and learning of mathematics at all levels of schooling should be ensured by all concerned in other to sustain the achievement growth in the subject. 
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