scholarly journals ELICITING MATHEMATICAL THINKING OF STUDENTS IN ADDITION OF FRACTIONS THROUGH REALISTIC MATHEMATICS EDUCATION

Author(s):  
Lathiful Anwar
Author(s):  
Elif Bahadır ◽  
Eda Nur Güner

Design thinking skill is perhaps the most directly related thinking skill of mathematical thinking skill, because design thinking contains a strong problem-solving process in itself. In this study, it was aimed to provide students to avoid thinking about mathematics only procedurally or instrumentally and to introduce them to mathematical studying methods and mental habits. Therefore, tasks were chosen that would encourage students to think and design using real-life mathematical elements and thus encourage effective mathematical thinking. According to Freudenthal, the theorist of the Realistic Mathematics Education, mathematics should be related to the social life of students, close to their experiences, relevant to the society they live in, and compatible with human values. The research is designed as “action research” which is one of the qualitative research methods. Participants were selected using the convenience sampling method. Edmodo software was used as an electronic portfolio. Activities were prepared within the framework of RME approach. The responses are given by the students to those activities distributed when examined under 5 main headings: designing products, expressing the mathematical opinions clearly, using the mathematical knowledge, the research skills and the originality. These criteria generated after taking an expert opinion, subjected to qualitative analysis and interpreted. Consequently, it can be concluded that the educational process which is carried out with design-based activities provides learning, and is relevant to daily life, is interesting and is motivating. The integration of face-to-face teaching with technology and online approaches also help teachers manage design-based activities in a more effective way. <p> </p><p><strong> Article visualizations:</strong></p><p><img src="/-counters-/edu_01/0785/a.php" alt="Hit counter" /></p>


2018 ◽  
Vol 2 (2) ◽  
pp. 157
Author(s):  
Mimik Fernandes ◽  
Farida F ◽  
Yanti Fitria ◽  
Ahmad Fauzan ◽  
Nelvyarni Nelvyarni

Based on experience and reflection multiplication of fractions learning at fifth class SDN 33 VII Koto Padang Pariaman district. Student learning outcomes is still low and the learning undertaken by teachers arenot using realistic problem to beginning of learning. So the author through this research trying to improve student learning outcomes in subjects multiplication of fractions. The purpose of this study was to describe the planning, implementation and learning outcomes. This research is action research (class action research), this study used a qualitative and quantitative approach. Learning is used by using the realistic mathematics education approach. After doing research hence an increase in student learning outcomes in multiplication of fractions lesson using realistic mathematics education approach. It can be seen, both from the ability of teachers in designing learning from 83% up to 94%, implementation of learning increased 94% from 77%, and learning outcomes increased to 86,87 from 74,04.


2019 ◽  
Vol 8 (1) ◽  
pp. 21 ◽  
Author(s):  
Muhtarom Muhtarom ◽  
Nizaruddin Nizaruddin ◽  
Farida Nursyahidah ◽  
Nurina Happy

This research aimed to evaluate the effectiveness of Realistic Mathematics Education (RME) to improve students' multi-representation ability. A quasi-experimental design was used in this research. Sixty-four samples from the seventh-grade students of Junior School were randomly selected and divided into two classes: experimental class was treated using RME and control class was treated using conventional learning, with each class consisting of thirty-two students. The essay test was used to measure the multi-representation ability of students and the questionnaire was used to measure students' responses in RME learning. The data from the essay test were analyzed by N-Gain test and t-test in which normality and homogenity test were conducted previously, while the students' learning completeness and student responses were presented descriptive quantitative. The result of the research concluded that the multi-representation ability of students who get RME learning is better than the multi-representation ability in students who get conventional learning. 87.25% of students who get RME learning with the developed device have completed the KKM, and many students are very enthusiastic and interested in RME based learning, thus increasing their learning spirit in a learning process.


2019 ◽  
Vol 6 (1) ◽  
pp. 1-12
Author(s):  
Heris Hendriana ◽  
Nelly Fitriani

Previous research regarding abstraction has not discussed abstraction qualitatively based on van Hiele levels. Thus, it is necessary to study abstraction analysis based on van Hiele levels through Realistic Mathematics Education (RME) approach. The purpose of this research was to analyze mathematical abstraction based on van Hiele levels of geometry (VHLG) through RME and traditional learning approach reviewed from the levels of prior knowledge. This research employed a descriptive qualitative method involving Year 9 junior high school students as the subjects. The instruments were a mathematical abstraction test, van Hiele geometry test, and interview guidelines. The results of the high- and medium-ability students in the classroom using RME approach showed that VHLG was at the Deduction level and the abstraction ability was dominated by Empirical and Reflective Abstraction, whereas the low-ability students are at the level of Abstraction, they had imperfect Empirical and Reflective Abstraction. As for the high-ability students in the traditional learning classroom, the VHLG was at the level of Abstraction; their Reflective Abstraction was at the Representation level. While concerning the low- and medium-ability students, the VHLG was at the Analysis level; they mastered the Reflective Abstraction at the level of Recognition. This study indicates that the RME approach can trigger the development of mathematical abstraction, and accelerate the van Hiele levels of geometry progress.


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