Improving Student’s Emotional Intelligence By Mathematics Learning

This paper aims to provide a description of realistic mathematics education in improving emotional intelligence. Mathematics is a tool that can be developed to foster thinking (reasoning) and attitudes (emotions) (Nelissen, 2007). Emotional intelligence is the ability to feel, understand and effectively apply the power and emotional sensitivity as an energy source and as a motivator. The models that emerged from students' mathematical activity can promote interaction in class, thus leading to the level of mathematical thinking and higher learning meaningful democracy. Thus, learning mathematics is a realistic learning actively involves students both physically and mentally (student centered learning), and be democratic, so as to have a better profile in the critical thinking skills and emotional intelligence of students. Keywords: emotional intelligence, learning, mathematics, constructive, interactive, reflective, realisti

Researcher-teacher collaboration in Māori-medium education: Aspects of learning for a teacher and researchers in Aotearoa New Zealand when teaching mathematics

This paper describes aspects of learning for a teacher in a Māori-medium Year 7–8 classroom and two mathematics education researchers from a university when they collaborated on a project supporting children to develop their ideas about transformation geometry. Key principles of kaupapa Māori (Māori ideology) methodology such as ako (reciprocal learning), manākitanga (showing care, respect and kindness) and whanaungatanga (family-like relationships) were integral to the initiation and facilitation of the research. Data presented is qualitative and derived largely from wānanga ā-kanohi (face-to-face discussion) between the participants. Results revealed that the collaborative partnership was conducive to developing insights into the complexities of learning mathematics in an indigenous setting. Issues of collegiality, learning mathematics in a second language, teacher mathematical knowledge and appropriate contexts for learning mathematics are analysed and discussed

Developing Students’ Character Through Mathematics Teaching And Learning

The National Education System mandates that the national education serves to develop and shape the character and civilization of the nation. This confirms the quality of Indonesia's human to be developed by each educational unit. This normative national education goals need to be elaborated and implemented in the teaching and learning process, including mathematics teaching and learning. Mathematics teaching and learning should be well designed so that it can be used as a tool in developing positive character of students. Through the mathematics teaching and learning, implicitly or explicitly, can be developed variety of positive characteristics, such as critical thinking skills, logical thinking skills, analytical thinking skills, or meticulous. Such mathematics teaching and learning needs to be done consistently so will lead to habituation to the students that if beyond a certain limit, it belongs to the students' habits and entrenched in him. Key words: mathematics teaching and learning, characte

The Impact of Think Pair Share Model on Mathematics Learning in Elementary Schools

One objective of mathematics learning is to solve problem and to communicate idea to get a solution. Human life is inseparable from social activity, including cooperation. Similarly, in mathematics learning sometimes students need friends to discuss with in solving mathematics problem. Cooperative learning model can be an alternative to bridge the difficulty the students encounter. The objective of research was to identify the impact of Think Pair Share type of Cooperative learning model on mathematics learning in elementary school. This study was a descriptive qualitative research. The subject of research was the fifth graders of three elementary schools in Karangpandan Sub District. Techniques of collecting data used were observation, interview, and documentation. Observation was conducted to observe the learning process using Think Pair Share-type of cooperative learning, interview to find out the impression and the impact the students experience, and documentation to find out the group\u27s work. The conclusion of research showed that there are some impacts found in mathematics learning using Think Pair Share type of cooperative learning related to: (1) group establishment; (2) learning environment; (3) learning achievement; (4) student participation; (5) information exchange; and (6) interpersonal relation

Teaching multiplication and division realistically in Indonesian primary schools : a prototype of local instructional theory

The implementation of the 1994 mathematics curriculum in Indonesian primary\ud schools is focusing on the teaching and learning arithmetic. The goals are to prepare\ud the students to use and apply their mathematics knowledge and mathematical way\ud of thinking in solving problems in their life and in learning other different\ud knowledge (Depdikbud, 1995). In conducting the learning process, the curriculum\ud suggested to apply the student centered teaching model in which the teaching\ud activities give opportunities for the pupils to develop their own understanding.\ud In contrast most teachers utilized the paper-and-pencil strategy combined with the\ud concepts-operations-example-drilling approach (Suyono, 1996). This model of\ud teaching is called the mechanistic way of teaching (Freudhental, 1973). The teachers\ud teach mathematics with practicing mathematics symbols and emphasizing on giving\ud information and application of mathematics algorithms (algorithmic mathematics\ud education, Treffers, 1987). During the instruction process the typical teaching and\ud learning in developing country (Feiter & Van Den Akker, 1995 and Romberg, 1998)\ud progress regularly (see section 1.2.2)

Mathematical Communication: What And How To Develop It In Mathematics Learning?

Mathematics is the language of symbols so that everyone who studied mathematics required having the ability to communicate using the language of these symbols. Mathematical communication skills will make a person could use mathematics for its own sake as well as others, so that will increase positive attitudes towards mathematics. Mathematical communication skills can support mathematical abilities, such as problem solving skills. With good communication skills then the problem will more quickly be represented correctly and this will support in solving problems. Students' mathematical communication skills can be developed in various ways, one with group discussions. Brenner (1998) found that the formation of small groups facilitate the development of mathematical communication skills. This paper describes the mathematical communication and how to develop the mathematical communication skills in learning mathematics. For further clarify the discussion, given also the example of learning that emphasizes the development of mathematical communication skills. Keywords: Mathematical Communication, Mathematics Learning

An Experiment Of Mathematics Teaching Using SAVI Approach And Conventional Approach Viewed From The Motivation Of The Students Of Sultan Agung Junior High School In Purworejo

The objective of this research is to investigate whether Mathematics teaching using SAVI approach can make better achievement in learning Mathematics than conventional approach viewed from the student’s motivation of Sultan Agung Junior High School in Purworejo on the circle material. This research is a quasi experimental research with 2×3 factorial design. The subject of the research is the 8th-grade students of Sultan Agung Junior High School in Purworejo in the academic year 2010/2011. The sample of this research are 60 students which consist of experimental group and control group. The data were collected by using test of learning achievement in Mathematics and a questionnaire of student’s motivation. The test instruments were validated by expert. In the pre-requisite test, analysis variance precondition test using Liliefors test for normality and Bartlett test for homogeneity test. With ∝ =0,05, samples come from normal distributed population and homogeneous. The hypothesis testing using two-way ANAVA with different cell with α = 0,05. It shows: (1) Fc = 4.378 > Ft = 4.024, it means Mathematics teaching using SAVI approach gives a better achievement in learning Mathematics than using conventional approach; (2) Fc =20.822 > Ft= 3.174, it means the achievement in learning Mathematics of the students who have higher motivation is better than those who have lower motivation; and (3) Fc = 1.617 < Ft = 3.174, it means the difference characteristic between the Mathematics teaching using SAVI approach and conventional approach for every students’ motivation in learning Mathematics is the same. Key Words: Mathematics Teaching, SAVI, Motivatio