Description on 10th grade–science Students’ Problem solving skill based on Wankat and Oreovics Theory viewed from Mathematical logical intelligence

Nurul Masynaeni, Djadir, Rusli
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Abstract

This research aims to describe the ability of problem-solving based on the theory of Wankat and Oreovicz reviewed from mathematical logical intelligence in a system of linear equations in three variables. This research is a qualitative research with a descriptive method. The subjects in this research were students of class X IPA who represent each category of mathematical logical intelligence that is high, medium, and low. The research instruments consist of the mathematical logical intelligence test, the problem-solving ability test, and the interview guidelines. The results of research show that: (1) the student with high mathematical logical intelligence was able to solved the problem well. (2) the student with medium mathematical logical intelligence was able to do problem solving altough they did exprience misconseption in the calculating process; (3) the student with low mathematical logical intelligence was able to carry out same step of problem solving that is exploration step.
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数理逻辑智能视角下基于Wankat和Oreovics理论的十年级理科学生问题解决能力描述
本研究旨在描述基于Wankat和Oreovicz理论的问题解决能力,从数学逻辑智能的角度回顾了三个变量的线性方程组。本研究为定性研究,采用描述性研究方法。本研究的研究对象是IPA X班的学生,他们代表了数学逻辑智力的高、中、低三个类别。研究工具包括数理逻辑智力测验、问题解决能力测验和面试指南。研究结果表明:(1)数理逻辑智力较高的学生能够较好地解决问题。(2)数学逻辑智力中等的学生能够解决问题,但在计算过程中存在误解;(3)数理逻辑智力低的学生能够进行问题解决的同一步骤即探索步骤。
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