• Title/Summary/Keyword: criteria of desirable mathematical terms

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A comparative study of South and North Korea on mathematics textbook and the development of unified mathematics curriculum for South and North Korea (1) - The study for the integration of the school mathematical terms of South and those of North Korea - (남북한 수학 교과서 영역별 분석 및 표준 수학 교육과정안 개발 연구 (1) - 남북한 학교 수학 용어 통합 방안 연구 -)

  • 임재훈;이경화;박경미
    • Journal of Educational Research in Mathematics
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    • v.12 no.4
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    • pp.493-508
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    • 2002
  • The purpose of this study is to compare the preferences of the school mathematical terms of South Korea and those of North Korea by administering a survey for learners, inservice teachers, and pre-service teachers, to establish the criteria of desirable school mathematical terms, and to evaluate the school mathematical terms of South Korea and those of North Korea based on the criteria. According to the result of the survey, the preferred mathematical terms are different from one group to the other, yet the mathematical terms of South Korea are more preferred. In general, terms written in pure Korean and concise terms which are easily understandable are favored. To discuss about the criteria of desirable school mathematical terms, four perspectives were set up, 1) the semantic perspective and the regulatory perspective, 2) terms written in pure Korean and Chinese letters, 3) terms from everyday language and technical terms, and 4) the consistency. Six criteria were followed from the aforementioned four perspectives. Finally, various school mathematical terms of South and North Korea were reviewed in the angles of the four perspectives and the six criteria.

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An evaluation on the quality of mathematics instruction for 8th grade based on the instructional quality profile (교수 질 프로필(IQP)에 기반한 중학교 2학년 수학과 교수의 질 분석)

  • Lee, Bongju;Han, Inki;Suh, Boeuk
    • East Asian mathematical journal
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    • v.34 no.2
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    • pp.103-125
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    • 2018
  • This study was conducted as a part of the project to evaluate the quality of mathematics instruction in the national curriculum system. The purpose of this study is to measure the consistency between teaching goals of mathematics curriculum, contents presentation of textbooks, and testing including adequacy of each element in mathematics instruction for 8th grade. To do this, we used MIQP (instructional quality profile for Mathematics) developed basing on the instructional quality profile (IQP) in the previous research of the project. First, the quality of textbooks' content presentation for 8th grade was found that the desirable levels in number and operation area and geometric area was relatively less compared to other areas, but it was generally good. Second, it was found that the quality of mathematics testing for 8th grade was good in terms of consistency with the curriculum's teaching goals, consistency with the content presentation of textbooks, and adequacy of testing. However, regional differences in the quality of testing showed that there were some deficiencies in regions outside the metropolitan.

A Comparative Analysis on the Mathematical Problem Posing according to the Tasks with Different Degrees of Structure by the Gifted and Non-gifted Elementary Students (과제 구조화 정도에 따른 초등 영재학생과 일반학생의 수학 문제제기 비교분석)

  • Lee, Hyeyoung;Park, Mangoo
    • Journal of Elementary Mathematics Education in Korea
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    • v.22 no.3
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    • pp.309-330
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    • 2018
  • The purpose of this study is to identify possibility of a mathematical problem posing ability by presenting problem posing tasks with different degrees of structure according to the study of Stoyanova and Ellerton(1996). Also, the results of this study suggest the direction of gifted elementary mathematics education to increase mathematical creativity. The research results showed that mathematical problem posing ability is likely to be a factor in identification of gifted students, and suggested directions for problem posing activities in education for mathematically gifted by investigating the characteristics of original problems. Although there are many criteria that distinguish between gifted and ordinary students, it is most desirable to utilize the measurement of fluency through the well-structured problem posing tasks in terms of efficiency, which is consistent with the findings of Jo Seokhee et al. (2007). It is possible to obtain fairly good reliability and validity in the measurement of fluency. On the other hand, the fact that the problem with depth of solving steps of 3 or more is likely to be a unique problem suggests that students should be encouraged to create multi-steps problems when teaching creative problem posing activities for the gifted. This implies that using multi-steps problems is an alternative method to identify gifted elementary students.

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