The Effectiveness of the Power of Two Method on Mathematical Problem Solving Ability of Class XI MA Attarbiah Islamiah Kolaka Students

Darsono, F. Hali, Tahir
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Abstract

This research is an experimental research, with the aim to find out: (1) how the students' mathematical problem solving ability before the application of the Power of Two method; (2) how is the students' mathematical problem solving ability after the application of the Power of Two method; (3) whether the Power of Two method is effective on students' mathematical problem solving abilities. The population in this study were all students of class XI MA Attarbiah Islamiah Kolaka in the 2020-2021 school year which consisted of 1 class with a total of 30 students. Sampling is done by using a census or total sampling. Sampling is done by using all the population. The analysis used is descriptive analysis and inferential analysis. Furthermore, the results are based on hypothesis testing: a statistical t-test (one sample t-test) was performed. It was obtained that tcount = -8.53 with ttable = -1.67. Accept H0 if -1.67≤ tcount≤ 1.67 because tcount = -8.53 is outside the H0 acceptance interval, then H0 is rejected and H1 is accepted. Thus there is a significant difference between students' mathematical problem solving ability scores before using the Power of Two method and after using the Power of Two method.
本研究是一项实验研究,旨在了解:(1)应用2的幂方法前学生的数学解题能力如何;(2)应用2的幂方法后,学生的数学解题能力如何;(3) 2的幂对学生数学解题能力是否有效。抽样是通过普查或总抽样来完成的。抽样是通过使用所有总体来完成的。使用的分析是描述性分析和推断性分析。此外,结果基于假设检验:进行统计t检验(单样本t检验)。得到tcount = -8.53, ttable = -1.67。如果-1.67≤tcount≤1.67,因为tcount = -8.53在H0接受区间之外,则接受H0,拒绝H0,接受H1。因此,学生在使用2的幂方法前和使用2的幂方法后的数学解题能力得分存在显著差异。
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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