• Title/Summary/Keyword: The Newly Revised Mathematics Curriculum in 2007

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The analysis of problem posing activities and students' performance in the 4-1 textbook and workbook (초등학교 4학년 1학기 교과서 및 익힘책의 문제 만들기 활동 및 수행 분석)

  • Ko, Junghwa
    • Journal of the Korean School Mathematics Society
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    • v.18 no.1
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    • pp.103-122
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    • 2015
  • Problem posing activity was mentioned and enhanced in the newly revised mathematics curriculum in 2007. It is important to know which types of problem posing activities are involved in the textbook and workbook and what the results that students perform activities in the textbook and workbook during the regular classes are. This study surveys the types of problem posing activities in the 4-1 textbook and workbook revised in 2007, analyzes contents that students perform with related to problem posing activities of the textbook and workbook, and suggests some educational implications.

On the Gap of Revision and the 7th National Mathematics Curriculum according to Shifts in Contents (2007년 개정 수학과 교육과정의 이행에 따른 학년간 내용 이동 분석)

  • Kim, Sang-Mee
    • Education of Primary School Mathematics
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    • v.11 no.2
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    • pp.95-103
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    • 2008
  • The 7th national mathematics curriculum was revised in 2007. According to the revision curriculum, new texts and guides are developed and will come into effect for elementary and secondary school in 2009. Some contents are shifted and also newly added at the revision curriculum. This paper analyzed the gap between the revision and the 7th national mathematics curriculum based on the shifts in contents, and investigated on the difficulties that some graders probably will undergo owing to shifting the contents between grades. As a result, several important problems were found in some graders between the revision and the 7th national mathematics curriculum. In particular, some graders could not have a chance to learn some mathematical concepts without another lesson plans. For some graders, special lesson plans and supplementations are required. The brief summary of these supplementations as follows: ⅰ) For entering students in 2005, the supplementations about equations and direct proportion and inverse proportion should be needed at the 6th grade in 2010 or at the 7th grade in 2011. ⅱ) For entering students in 2006, the supplementations about estimations and correspondence should be needed at the 4th grade in 2009 or at the 5th grade in 2010. And the supplementations about the relation of fractions and decimals and the ratio should be needed at the 5th grade in 2010. ⅲ) For entering students in 2007, the supplementations about the addition and subtraction of time using second unit and the addition and subtraction of weight should be needed at the 3th grade in 2009 or at the 4th grade in 2010.

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A Note on the 'Sentence Posing' Activities in the Third Grade Mathematics Textbooks (초등학교 3학년 수학 교과서에 제시된 '문장 만들기' 활동에 대한 고찰)

  • Paek, Dae Hyun
    • Journal of Educational Research in Mathematics
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    • v.23 no.1
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    • pp.37-51
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    • 2013
  • 'Sentence posing' is newly given in the third through sixth grade mathematics textbooks of the revised 2007 curriculum to confirm students' understanding on mathematical concepts of definitions. In this paper, we discuss the role of the sentence posing in the third grade mathematics textbooks on the basis of the problems occurred in third graders' sentence posing activities. Overall, it turned out that the role of the sentence posing was somewhat restrictive. Hence the sentence posing needs to be applied to check whether students can properly use the definitions in real life situations. In addition, it is necessary to employ the present role of the sentence posing to confirm students' understanding on mathematical concepts of definitions selectively according to the concepts of definitions.

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Understanding the Characteristics of Students' Problem Posing (학생들의 문제 만들기의 특징에 대한 연구)

  • Shin, Maria;Na, Gwisoo
    • Journal of Elementary Mathematics Education in Korea
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    • v.16 no.2
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    • pp.269-293
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    • 2012
  • This study is intended to figure out how the 6th grade students carry out newly added standards regard to the problem solving in the revised mathematics curriculum in 2007 and 2009, which are 'finding useless information in a given problem', 'finding insufficient information in a given problem', and 'posing new problem by changing conditions of the given problem.' In order to achieve this goal, we examined the characteristics of 200 elementary students' problem posing. We constructed and used the survey sheet which consisted of 6 items relevant to 'finding useless information in a given problem', 'finding insufficient information in a given problem', and 'posing new problem by changing conditions of the given problem.'

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Process Analysis on Mathematical Communication and Analogical Thinking through Trapezoid's Area Obtaining Activity (사다리꼴 넓이 구하기 활동에서 나타나는 수학적 의사소통과 유추적 사고 과정 분석)

  • You, Sanghwuy;Song, Sang Hun
    • Journal of Educational Research in Mathematics
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    • v.23 no.2
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    • pp.253-267
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    • 2013
  • The newly revised mathematics curriculum of 2007 speaks of ultimate goal to develop ability to think and communicate mathematically, in order to develop ability to rationally deal with problems arising from the life around, which puts emphasize on mathematical communication. In this study, analysis on mathematical communication and analogical thinking process of group of students with similar level of academic achievement and that with different level, and thus analyzed if such communication has affected analogical thinking process in any way. This study contains following subjects: 1. Forms of mathematical communication took placed at the two groups based on achievement level were analyzed. 2. Analogical thinking process was observed through trapezoid's area obtaining activity and analyzed if communication within groups has affected such process anyhow. A framework to analyze analogical thinking process was developed with reference of problem solving procedure based on analogy, suggested by Rattermann(1997). 15 from 24 students of year 5 form of N elementary school at Gunpo Uiwang, Syeonggi-do, were selected and 3 groups (group A, B and C) of students sharing the same achievement level and 2 groups (group D and E) of different level were made. The students were led to obtain areas of parallelogram and trapezoid for twice, and communication process and analogical thinking process was observed, recorded and analyzed. The results of this study are as follow: 1. The more significant mathematical communication was observed at groups sharing medium and low level of achievement than other groups. 2. Despite of individual and group differences, there is overall improvement in students' analogical thinking: activities of obtaining areas of parallelogram and trapezoid showed that discussion within subgroups could induce analogical thinking thus expand students' analogical thinking stage.

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