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Development of problem-based learning model with metacognitive strategy to improve students’ problem-solving ability

机译:利用元认知策略开发基于问题的学习模型,以提高学生的解决问题的能力

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This research was conducted to: examine the problem solving ability of students in mathematics education FKIP UNS, (2) develop problem-based learning model with metacognitive strategy, (3) examine the effectiveness of problem-based learning model with metacognitive strategy. Three methods were used in this research: descriptive quantitative, research and development (RnD), and experimental method. The development method used 4-D model which consists of four phases: define, design, develop, and dessimenete. Experimental method was conducted to examine the effectiveness of learning model developed. The population in this research is all students of mathematics education FKIP UNS, while the sample used is students who took the Basics Matematics course. The data collections were used in this research: test, validation sheet, and observation sheet. Descriptive quantitative analysis technique was used to analyze the instrument development. Quantitative descriptive analysis was used to describe the validators’ mark result for the learning instruments. Descriptive quantitative analysis was used to analyze the problem-solving ability test result that described by percentages. The efectiveness of model development was analyzed by T-test method. The results of this study showed that: (1) students’ problem solving ability of mathematics education FKIP UNS particularly in non-algoritmic problems is still not good, but in algoritmic problems is good enough, (2) in the development of? problem-based learning model with metacognitive strategy learning instruments, three instruments that qualify valid, practical, and effective there are:? Learning Plan, Students’ Activity Sheet, and? Students’ Teaching Material.
机译:进行这项研究的目的是:在FKIP UNS数学教育中检验学生的问题解决能力;(2)用元认知策略开发基于问题的学习模型;(3)用元认知策略检验基于问题的学习模型的有效性。本研究使用三种方法:描述性定量,研究与开发(RnD)和实验方法。开发方法使用的4-D模型包括四个阶段:定义,设计,开发和简化。进行了实验方法以检验所开发学习模型的有效性。本研究的对象是FKIP UNS数学教育的所有学生,而使用的样本是参加基础数学课程的学生。这项研究使用了数据收集:测试,验证表和观察表。描述性定量分析技术用于分析仪器的开发。定量描述性分析用于描述学习工具的验证者评分结果。描述性定量分析用于分析以百分比表示的问题解决能力测试结果。通过T检验法分析模型开发的有效性。这项研究的结果表明:(1)学生的数学教育问题解决能力FKIP UNS尤其是在非算法问题上还不够好,但是在算法问题上还不够好;(2)在发展上?基于问题的学习模型和元认知策略学习工具,可以证明有效,实用和有效的三种工具有:学习计划,学生活动表以及?学生的教材。

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