The Effect of Mathematical Logical Intelligence on Mathematical Problem Solving Ability through Contextual Approach

N. L. Noor, Siti Kori’ah
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Abstract

The purpose of this study was to prove that there is a correlation between mathematical logical intelligence and mathematical problem solving ability through a contextual approach and to prove that is a significant effect of mathematical logical intelligence on mathematical problem solving ability through a contextual approach. The sample used was 31 students of class VIII B MTs Tauhidiyah Sulang with the material used is polyhedron. The learning process in this study was based on lesson plans with a contextual approach, while the data were obtained through mathematical logical intelligence instruments and mathematical problem solving ability tests. After the data was collected and analyzed using two techniques, namely simple linear correlation and simple linear regression, the conclusions were: 1) There is a positive correlation and significant (r = 0.417) between mathematical logical intelligence and problem solving ability through a contextual approach. 2) There is a significant effect of mathematical logical intelligence on mathematical problem solving ability through a contextual approach of 17.4% which is explained by the regression line equation Y=3.360+0.265X, which means that the mathematical problem solving ability variable has a consistent value a 3.360 and it can be said that for every increase 1 unit of mathematical logical intelligence value increase 0.265 trought contextual approach.
数学逻辑智能对情境法数学解题能力的影响
本研究的目的是通过情境方法证明数学逻辑智力与数学问题解决能力之间存在相关性,并通过情境方法证明数学逻辑智力对数学问题解决能力的显著影响。样本为31名Tauhidiyah Sulang八班学生,材料为多面体。本研究的学习过程是基于情境教学法的课程计划,而数据是通过数学逻辑智能仪器和数学问题解决能力测试获得的。通过简单线性相关和简单线性回归两种方法对数据进行收集和分析,得出以下结论:1)数理逻辑智能与问题解决能力之间存在正相关且显著(r = 0.417)。2)数学逻辑智能对数学问题解决能力的影响通过上下文方法达到17.4%,用回归线方程Y=3.360+0.265 x来解释,这意味着数学问题解决能力变量具有3.360的一致性值,可以说每增加1个单位的数学逻辑智能值通过上下文方法增加0.265。
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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