SUMMARY

PARMJIT SINGH

I. Background

The purpose of this study was to construct an understanding of two grade six students’ proportional reasoning schemes. Since students have difficulty reasoning multiplicatively is necessary for proportional reasoning, it is important to find ways to help students reason proportionally. The goal of this analysis was to determine what knowledge was critical for understanding ratio and proportion. The two main issues to be discussed will be the multiplicative schemes and the nature of students’ proportional reasoning.

As children move from additive to multiplicative reasoning with whole numbers, there are two significant related changes, changes in what the numbers are and changes in what the number are about. The researcher believes that multiplicative reasoning is an entry point to the world of ratio and proportion. He will elaborate how students’ thinking of composite unit schemes can develop into proportional reasoning.

Our task makes summary from this book chapter 1, 4, 6, and 11.

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EducationalDesignResearch Akker cs

ICT (Information and Communications Technology) refers to digital devices that are used to store, process, and communicate information. In Singapore the education authorities have, over the last decade, taken concrete steps to encourage the use of computers to enhance teaching and learning, such as Information Technology (IT) master plan (MP1) from 1997 to 2002 with the target that every student would have access to technology in learning (Ministry of Education, 1997). In the second phase of the Master Plan (MP2), the aim is to further harness the power of ICT in bringing together key areas of education such as curriculum, assessment, instruction, and professional development to build school environments that are conducive for engaged and holistic learning (Ministry of Education, 2002).

Syllabus

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Lesson Plan

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Material

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One of the basic characteristics of realistic mathematics education is phenomenological exploration or the use of contexts.

Concept and applied Mathematization (De Lange, 1996)

The picture shows that learning process begin from real to abstract. First, students have mathematics concepts through real context, organize it, rearrange the problem, identify problem aspects mathematically, and find the solutions.

RME (Realistic Mathematics Education) has a more complex and meaningful conceptualization of learning. The students, instead of being the receivers of ready-made mathematics, are considered as active participants in the teaching-learning process, in which they develop mathematical tools and insights. In this respect RME has a lot in common with socio-constructivist based mathematics education. The RME teaching methods is that students are offered opportunities to share their experiences with others.

Iceberg

The Phases of Learning Mathematics in PMRI

IMPOME’s students

This program, a consortium among University of Utrecht, the Netherlands and Surabaya University (UNESA) and Sriwijaya University (UNSRI) in Palembang, provides an opportunity for the Lecturers of the Candidates of New Academic Staff or (CTAB), and

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THE OBSERVATION REPORT IN SD NEGERI 98 PALEMBANG

1. INTRODUCTION

This report describes the application of PMRI (Pendidikan Matematika Realistik Indonesia) in SD Negeri 98 Naga Swidak Palembang. It will be part of the assessment in Mathematics Classroom Observation course. The main aim of this observation is to know about the teachers’ response implements PMRI in teaching and learning mathematics process. The observers in this school are Nenden, Meryansumayeka, Nasrullah, and Fridgo.