• Communications of Mathematical Education
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• v.15
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• pp.167-173
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• 2003

본 연구는 수학교사가 수학 교과에 대한 학습 부진 학생의 이해를 위해서 그리고 이들을 위한 적절한 교수-학습 방법의 탐색을 위한 기초자료를 제공하기 위하여 수학 교과에서 학습 부진을 나타내는 남자 중학생을 대상으로 이들의 부진 요인을 인터뷰와 비디오 관찰을 통하여 분석하는데 그 목적이 있다. 본 연구에 따르면 대표적인 부진 요인은 학습 결손으로 인한 기초학력 부진을 들 수 있으며 학습 방식과 개별 학생의 학습 유형간의 차이로 인한 부진이 있으며 학습의욕의 고취를 위한 동기부여의 결손과 개별 학생의 적극적인 노력의 결여가 부진을 초래하게 되었다고 보인다. 이들 수학 부진 학생들을 지도할 때는 학생 개개인의 부진의 특성을 정확히 파악하고 많은 격려와 칭찬을 통하여 수학에 대한 자신감을 고취시킬 수 있는 수업이 고려되어야 하며 더 많은 수학 부진 학생들 개개인의 자료의 수집과 분석을 바탕으로 부진아 개개인에 적절한 프로그램이 개발되어 현장에서 적용하였을 때 어떤 효과를 가져오는지에 대한 장기적인 후속 연구가 필요하다고 본다.

• The Journal of the Korea Contents Association
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• v.14 no.12
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• pp.1069-1082
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• 2014

The study aims to gain information for developing educational contents to support LPSMB(low-performing students with multicultural backgrounds) through the survey on their personal characteristics, attitudes related to learning, and learning environment. We analyzed a survey of 2,091 students from 200 schools who were low-performing Korean students, LPSMBs, and normally performing students with multicultural backgrounds. Normally performing students with multicultural backgrounds showed statistically significant higher scores on most questionnaires than low-performing Korean students and LPSMBs. However, normally performing students with multicultural backgrounds and LPSMs showed statistically significant lower scores on identity and social relationships. LPSMBs showed lower scores on parents' culture than normally performing students with multicultural backgrounds. We suggested how to support LPSMBs' learning and learning environment based on the survey results.

• Proceedings of the Korean Society of Computer Information Conference
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• 2012.01a
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• pp.159-162
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• 2012

이 연구에서는 사회과 학습부진학생의 부진 원인을 규명하고 사이버 가정학습 2.0을 통해서 일어나는 인식변화과정의 분석을 통해 사이버 가정학습 2.0 시스템에 맞는 상황모형을 도출하였다. 수집된 자료는 근거이론을 통해 분석하였으며, 사회과 학습부진학생이 느끼는 부진 원인에는 인지적 영역과 정의적 영역이 함께 규명됐고, 사이버 가정학습 2.0을 통해 사회과 학습부진학생들은 부정적 인식을 긍정적으로 변화시켜감을 알 수 있었다. 특히 과정분석을 통해 상황모형을 도출한 결과 사회과 학습부진학생을 위한 사이버 가정학습 2.0 문제해결학습 모형이 도출하였는 바, 크게 도입, 문제규명, 탐색, 수행, 정리 및 평가의 다섯 단계로 나뉘어지는 것이었다. 향후에는 보다 장기간의 연구를 통해 학습부진학생의 가족과 또래관계의 분석이 포함된 연구나 사이버 가정학습 2.0과 교실수업을 보다 유기적으로 연계한 연구가 요청된다.

• Journal of Korean Elementary Science Education
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• v.41 no.1
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• pp.44-64
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• 2022

This study explored the elementary school teachers' experiences while teaching students with low achievement in science based on the grounded theory. In-depth interviews and analysis were conducted on 13 teachers with experiences in teaching students with low achievement in science within the last three years and more than five years of field experience until the theoretical saturation of data on the teaching experiences for students with low achievement in science. The analysis results were as follows. First, the teaching experiences of elementary school teachers for underachievers in science were classified into 119 concepts, 41 subcategories, and 17 categories. Based on the paradigm model, the categories were structured and presented as causal conditions, contextual conditions, intervening conditions, action/interaction strategies and consequences based on the central phenomenon of 'difficulty in teaching students with low achievement in science'. Second, the core category of elementary school teachers' teaching underachievers in science was assumed to be 'overcoming difficulties and teaching underachievers in science'. And according to the properties and dimensions of the core category, teachers who teaching students with low achievement in science were divided into four types: 'compromising-', 'overcoming-', 'accepting-', and 'conflicting-reality type'. Third, a conditional matrix was presented to summarize and integrate the results of this study by classifying the teaching experience of elementary school teachers for underachievers in science into educational providers and educational demanders. On the basis of these findings, educational implications for teaching students with low achievement in science were discussed.

• 한국정보교육학회:학술대회논문집
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• 2009.08a
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• pp.93-98
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• 2009

본 논문은 두리틀을 이용한 프로그래밍 언어 수업을 수학 교과 수업과 연계 적용하여, 수학 도형 영역에 학습부진 요소를 가지고 있는 기초학습 부진학생과 교과학습 부진학생의 학업 성취도와 학습 동기 유발에 있어 두리틀을 이용한 프로그래밍 언어 수업의 효과를 분석한다. 이를 통해서 두리틀 프로그래밍 교육이 수학과 수업과 연계한 재량 활동 교육 내용으로 적합한 교육 내용임을 검증한다.

• School Mathematics
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• v.11 no.1
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• pp.147-164
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• 2009

This study investigated the development of geometrical thinking levels of the under achievers at mathematics through supplementary classes according to van Hiele's learning process by stages using mathematical journal writing. We selected five under achievers at mathematics among the fourth graders. We examined their geometrical thinking levels in advance and interviewed them to collect basic data related to their family backgrounds and their attitude toward mathematics and their characteristics. Supplementary classes for the under achievers were conducted a couple of times a week during 12 weeks. Each class was conducted through five learning stages of van Hiele and journal writing was applied to the last consolidating stage. After 12th class had been finished, posttest on geometrical thinking levels was conducted and the journals written by the pupils were analyzed to find out changes in their geometrical thinking levels. The result is that three out of five under achievers showed one or two level-up in their geometrical thinking levels, though the other two pupils remained at the same level as the results by the pretest. Moreover we found that mathematical journal writing could provide the pupils with opportunities to restructure the content which they study through their class.

• Journal of Elementary Mathematics Education in Korea
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• v.17 no.2
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• pp.265-283
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• 2013

This research puts the purpose in examining the general trend of mathematics underachievers in the elementary school based on the analysis results of mathematics diagnostic assessment of mathematics underachievers and the recognition of teachers and students. To achieve research questions, this research analyzed the results of diagnostic assessment of mathematics underachievers from the third grade to the sixth grade of two elementary schools, Seoul, carried out in March, 2010. Results were classified according to grades and genders. Each analysis was performed under the standards of frequency and frequency level. Secondly, questionnaires were conducted, and general trend of mathematics underachievers were analyzed. Conclusion based on research results above can be drawn as follows: Firstly, as a result of analyzing the general trend of mathematics underachievers in the elementary school, mathematics underachievers appeared to be accumulated and intensified as their grade is ascended. Therefore, support and encouraging students to experience mathematics positively and successfully from the elementary school is needed. In addition, to prevent the accumulation of learning deficiency, preventive measures should be taken from the lower grades. Secondly, the possibility of accumulating learning deficiency due to the selection method in deciding underachieving only with total scores should not be disregarded. Therefore, since the accumulation of learning deficiency can be worked as a new factor of learning underachieving, the amendment of teaching methods in learning underachieving based on objective data analysis is required. Thirdly, teachers and students recognized that the learner is the main factor of mathematics underachieving. This indicates that mathematics learning difficulty is improved through the education of learners. Therefore, studies on mathematics underachievers should be activated, and the effective education program should be developed.

• Journal of Educational Research in Mathematics
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• v.23 no.2
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• pp.117-133
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• 2013

Mathematical misconception is one of the big obstacles of the underachieving students to learn mathematics correctly. This study aims to develop the instruction materials for secondary school students who are underachieving in mathematics to reduce the occurrence of the misconception and to help them to build the correct concept in the mathematical learning. Before developing the material, we tried to collect the misconception cases occurring in common mathematics lesson. This materials tries to provide key educational contents for mathematics teachers who is responsible for teaching underachieving student and help them to creative interesting ideas for lessons. The materials could be used not only as an teaching materials for underachieving students or students with the misconceptions, but also could be used as training materials for mathematics teachers.

• Communications of Mathematical Education
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• v.20 no.2 s.26
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• pp.249-270
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• 2006

This research is aimed to analyze the causes of junior high school students' problems that was showed in a poor way at learning mathematics. So this is for the purpose of providing the basic data for searching for a means of teaching-learning to understand stagnant students. 5 male junior high students in teaming-stagnation were targets of this research, and we used two kinds of questionnaire in the field to find out the causes of learning-stagnation. We searched these students for the causes from a different standpoint of learning habits and self-possessed manners in mathematics.

• Journal of the Korean School Mathematics Society
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• v.22 no.3
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• pp.221-240
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• 2019

The purpose of this study is to suggest Reciprocal Peer Tutoring(RPT) for mathematics underachieving students as one way of the instructional strategies to supplement their lack of mathematics learning and to provide them with successful experiences in learning mathematics. We defined underachieving student in mathematics as the student whose mathematics achievement was high or middle level in the middle school but became lower in high school. Four mathematics underachievers voluntarily participated in this study. We examined the effects and roles of RPT by focusing on their positive change in the affective domain. RPT was conducted for about three months, including pre-training, pretest, and posttest. As the results of this research, RPT has generally made positive changes in the affective domain of underachieving mathematics students. Although four students did not show the same pattern of change and the sub-elements of positive change were different for each student, RPT provided opportunities for 4 all students to experience positive change.