• Title/Summary/Keyword: 소집단 논의

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The Patterns of Analogy Change and the Characteristics of Discussions in Collaborative Activity of Self-Generated Analogy (협력적 비유 생성 활동에서 나타나는 비유의 변화 유형과 토론의 특징)

  • Kwon, Hyeoksoon;Kim, Minhwan;Kim, Soohyun;Noh, Taehee
    • Journal of The Korean Association For Science Education
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    • v.37 no.3
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    • pp.407-416
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    • 2017
  • In this study, we investigated the processes of analogy change and the characteristics of discussions in collaborative activity of self-generated analogy. Twenty-four high school students in Seoul participated in this study. We implemented science instructions based on collaborative activity of self-generated analogy. We compared personal analogies, group analogies, and modified group analogies in order to analyze the processes of analogy change. We also analyzed the characteristics of group and classroom discussions in the science instructions. The analyses of the results indicated that the processes of analogy change were categorized into three patterns; adding shared attributes, recognizing unshared attributes, and revising mapping errors. They selected a group analogy from analogies of their group members by considering inclusiveness, originality, and familiarity. They perceived the activity of self-generated analogy as subjective and creative. Therefore, they felt little pressure of self-generated analogy and there were little conflicts in group discussions. On the other hand, various analogies were suggested in classroom discussions and the competitive atmosphere of classroom discussions led students to focus on unshared attributes. At the stage of modifying group analogies, they added unshared attributes as limitations of the group analogy and changed their group analogy not to have unshared attributes. There were no cases of generating a new analogy. Some suggestions to implement collaborative activity of self-generated analogy in science teaching effectively are discussed.

The Effects of Small Group Learning Using Smart Devices in Science Classes (과학 수업에서 스마트 기기를 활용한 소집단 학습의 효과)

  • Yun, Jeonghyun;Kang, Sukjin;Noh, Taehee
    • Journal of The Korean Association For Science Education
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    • v.36 no.4
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    • pp.519-526
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    • 2016
  • The purpose of this study is to investigate the influences of small group learning using smart devices in science classes on students' achievement, learning motivation, attitude toward science lessons, and perception of small group learning using smart devices. Four 11th-grade classes (N=133) at a coed high school in Seoul were randomly assigned to a control group and a treatment group. The intervention of small group learning using smart devices emphasized collaborative writing on activity sheet. The students were taught about acid, base, and neutralization reaction for six class periods. After the instructions, an achievement test, the learning motivation test, the attitude toward science lessons test, and a questionnaire on the perception of small group learning using smart devices were administered. Two-way ANCOVA results revealed that there was a statistically significant interaction effect by their previous chemistry achievement in the achievement test scores. Only low-level students in small group learning using smart devices significantly improved their achievement probably by having the opportunities to get help from high-level students. The adjusted means of the treatment group were significantly higher than those of the control group in learning motivation and attitude toward science lessons. Students' perceptions of small group learning using smart devices tended to be positive. Educational implications of this study are discussed.

An Analysis of the Communication Patterns according to the Mathematical Problem Types in Small Group (소집단 문제해결 학습에서 수학 문제 유형에 따른 의사소통의 패턴 분석)

  • Choi, Ji-Young;Lee, Dae-Hyun
    • Journal of the Korean School Mathematics Society
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    • v.12 no.3
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    • pp.247-265
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    • 2009
  • In the 21C information-based society, there is an increasing demand for emphasizing communication in mathematics education. Therefore the purpose of this study was to research how properties of communication among small group members varied by mathematical problem types. 8 fourth-graders with different academic achievements in a classroom were divided into two heterogenous small groups, four children in each group, in order to carry out a descriptive and interpretive case study. 4 types of problems were developed in the concepts and the operations of fractions and decimals. Each group solved four types of problems five times, the process of which was recorded and copied by a camcorder for analysis, among with personal and group activity journals and the researcher's observations. The following results have been drawn from this study. First, students showed simple mathematical communication in conceptual or procedural problems which require the low level of cognitive demand. However, they made high participation in mathematical communication for atypical problems. Second, even participation by group members was found for all of types of problems. However, there was active communication in the form of error revision and complementation in atypical problems. Third, natural or receptive agreement types with the mathematical agreement process were mainly found for conceptual or procedural problems. But there were various types of agreement, including receptive, disputable, and refined agreement in atypical problems.

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소집단 협동학습이 교양 천문학 수업에 미치는 영향

  • 이명현;김석환;김은주;김주환
    • Bulletin of the Korean Space Science Society
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    • 2004.04a
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    • pp.31-31
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    • 2004
  • 2002년 2학기부터 천문학 전공자들과 커뮤니케이션 및 교육학 전공자 사이의 학제 간 협력을 통해서 교양 천문학 수업 향상을 위한 연구를 해오고 있다. 특히 과학을 전공하지 않는 대학생을 위한 천문학교육 컨텐츠 개발과 교수 방법에서의 커뮤니케이션의 역할에 초점을 맞춰서 연구를 진행해왔다. 2002년 2학기부터 2003년 2학기까지 연세대학교 교양 과목인 ‘우주의 이해’ 수강학생들을 대상으로 실시한 소집단 협동학습의 결과를 학생 상호간 커뮤니케이션 능력과 학업 성취도를 중심으로 논의한다. (중략)

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수학적 의사소통불안에 따른 소집단의 구성 ${\cdot}$ 협동학습이 정의적 영역에 미치는 효과 -중학교 1학년을 중심으로-

  • Jeon, Pyeong-Guk;Lee, Jin-Hui
    • Communications of Mathematical Education
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    • v.13 no.2
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    • pp.495-514
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    • 2002
  • 본 연구의 목적은 수학교실에서 의사소통 불안에 따른 이질 집단과 동질 집단으로 소집단 구성을 달리하였을 때 정의적 영역에서 소집단 협동학습 효과의 차이가 있는지 알아보는데 있다. 이러한 연구 목적을 달성하기 위해 다음과 같은 연구 문제를 설정하였다. 첫째, 의사소통 불안에 따른 동질 집단과 이질 집단간에 정의적 영역(수학적 태도, 자아존중감)에서 차이가 있는가? 둘째, 동질 집단과 이질 집단간의 비교에서 어느 집단의 불안 수준이 정의적 영역(수학적 태도, 자아존중감)에 더 긍정적인 효과가 있는가? 이러한 연구 문제를 해결하기 위하여 독립변인은 협동학습에서의 의사소통 불안에 따른 집단 구성 형태이고 종속변인은 정의적 영역(수학적 태도와 자아존중감)인 원인비교 연구 설계(casual-comparative research design)를 세워 원인비교 연구를 실시하였다. 본 연구의 결과로부터 다음과 같은 결론을 얻을 수 있다. 첫째, 의사소통 불안에 따른 집단 구성방법이 수학과 소집단 협동학습의 효과, 특히 자아존중감 향상에 영향을 끼치기 때문에, 효과적인 협동학습을 위해서 학생들의 의사소통 불안을 측정하여 이질 집단으로 구성할 필요가 있다. 둘째, 의사소통 불안에 따른 집단 구성을 했을 때 이질 집단의 불안 하위수준 학생들이 자아존중감 향상에 가장 큰 효과를 볼 수 있다. 결론적으로, 수학 교실에서의 의사소통 불안은 집단의 상호작용 행동에 영향을 준다고 말할 수 있고 의사소통 불안에 따른 이질 집단은 자아존중감 향상에 효과적인 집단 구성방법임을 시사한다.

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Exploring Teachers' Responsive Teaching Practice in Argumentation-Based Science Classroom: Focus on Structural and Dialogical Aspects of Argument (논변 활동 중심 과학 수업에서 교사의 반응적 교수 실행 탐색 -논변의 구조적·대화적 측면을 중심으로-)

  • Park, Jiyoung;Kim, Heui-Baik
    • Journal of The Korean Association For Science Education
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    • v.38 no.1
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    • pp.69-85
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    • 2018
  • The purpose of this study is to explore teachers' responsive moves that affect students' argumentation practices, and to propose responsive teaching strategies in argumentation-based science classroom. Two teachers, who have not implemented argumentation in their classes, and 57 students, participated in this study. We recorded and transcribed their classes and interviews for the analysis. According to grounded theory approach, we categorized the teachers' responsive moves as focused on either structural or dialogical aspects of argumentation, and qualitatively analyzed their responsive teaching practices in classes. We discovered that the teachers mostly responded to structural rather than dialogical aspects of argumentation, particularly during the students' small-group discussions. This was mainly due to their instructional goals, which focused on the structural aspect of argumentation, and the limited time available for supporting small-groups. Regarding the structural aspects, those responsive moves that explored the students' thinking or facilitated their reasoning helped them to share their thinking and justify their arguments further with recognition of learning goals in the argumentation activities. Regarding the dialogical aspects, which were seen mostly in whole-class discussions, the moves that underlined similarities and differences between arguments, facilitated the sharing of a small-group's arguments with the entire class, or asked a specific student to evaluate the arguments were notable. These moves supported clarification of various small-groups' arguments, which led to reconstruction of coherent argument through evaluation and rebuttal of these arguments, consequentially facilitating dialogical interactions. Based on these results, we proposed responsive teaching strategies in an argumentation-based science classroom.

The Influence of the Grouping Method by Personality Types on Mathematical Attitude and Achievement in Small Group Cooperative Learning (소집단 협동학습에서 성격유형별 집단구성방법이 수학적 태도 및 성취도에 미치는 영향)

  • Oh, Yun-Suk;Park, Sung-Sun
    • Communications of Mathematical Education
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    • v.22 no.2
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    • pp.211-227
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    • 2008
  • The method of being composed of small groups has a strong influence on mathematics and cooperative learning and therefore, the group classification should be made in a way of considering not only a learner's cognitive factor but also a affective factor in order to maximize the effects. In this research, we regarded personality as the important standard of the group classification for cooperative learning and tried to find out the influence on the mathematical attitude and achievement in mathematics by means of conducting mathematics and cooperative learning according to the personality types. In order to resolve this problem, we performed the cooperative learning of small group subject to the students at year 6 in an elementary school by making up a similar personality type of group and a different personality type of group through MMTIC examination, and also tried to find out any significant difference in terms of mathematical attitude and achievement in mathematics between two groups. The results obtained in this research are as follows; First, organizing groups in accordance with personality types did not affect on mathematical attitude. Although there were some positive opinions towards mathematics and cooperative learning, the both similar personality type of group and different personality type of group showed no significant difference in terms of mathematical attitude between two groups. Second, organizing groups in accordance with personality types showed positive effects on the achievement in mathematics. The similar personality type of group showed the better achievement in mathematics than the different personality type of group.

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Exploring Small Group Features of the Social-Construction Process of Scientific Model in a Combustion Class (연소 모델의 사회적 구성과정에서 나타나는 소집단 활동 특징 탐색)

  • Shim, Youngsook;Kim, Chan-Jong;Choe, Seung-Urn;Kim, Heui-Baik;Yoo, Junehee;Park, HyunJu;Kim, HyeYeong;Park, Kyung-Mee;Jang, Shinho
    • Journal of The Korean Association For Science Education
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    • v.35 no.2
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    • pp.217-229
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    • 2015
  • In this study, we explored the development of scientific model through the social-construction process on "combustion." Students were 8th graders from one middle school class. Each student engaged in small group discussions three times and made a group model on combustion. Discourses between peers and teacher were videotaped, audiotaped, and transcribed. The results show that the small groups constructed an initial concept: 'Conditions of combustion', which they then evaluated and revised the initial concept through combustion experiment. Following the discussions, some small groups evaluated their model and made a revised model. Then, the small groups compared various models and constructed a scientific model through consensus within the small group and as a whole class. Finally, students kept revising their model to 'Burning needs oxygen.' This tells us that the social construction process of scientific model made a meaningful role to build scientific model through diverse discussion between the students and their teacher, although they have had some difficult process to reach the final consensus. The data also showed some group features: the members were open to other's ideas. They analyzed the differences between their own ideas from others and revised their model after the whole class discussion. Lastly, they showed the tendency to make a good use of teacher's guidance. This study implies the importance of having social interaction process for students to understand the scientific model and learn the nature of scientific inquiry in class.

Exploring Small Group Argumentation and Epistemological Framing of Gifted Science Students as Revealed by the Analysis of Their Responses to Anomalous Data (변칙 사례에 대한 과학 영재 학생들의 반응에서 드러난 인식론적 프레이밍과 소집단 논변활동 탐색)

  • Lee, Eun Ju;Yun, Sun Mi;Kim, Heui-Baik
    • Journal of The Korean Association For Science Education
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    • v.35 no.3
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    • pp.419-429
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    • 2015
  • In this study, we explored students' epistemological framing during scientific argumentation and how interactions among group members influenced group argumentation. Twenty-one gifted science students divided into groups of three or four participated in this study. Students' discussions related to data interpretation concerning the rate of photosynthesis were analyzed. Students' activities were videotaped in groups so the discourse could be transcribed and students' behavioral cues analyzed. Students' epistemological framing has been identified through analysis of their speech and behavioral responses to the anomalous data from the inquiry process. Subsequently, their sources of warrant and group argumentation levels were explored. We found out that group members framed the inquiry in two ways: "understanding phenomena" and "classroom game." Group members whose framing was "understanding phenomena" required other members to justify the anomalous data by examining its validity and reliability, which conclusively demonstrated a high level of argumentation. On the other hand, when group members used "classroom game" to frame their argumentation, they did not recognize the necessity of explaining the anomalous data; rather, these students used simple empirical justification to explain the data, reflecting a low level of argumentation. When students using different epistemological framing disagreed over interpretations of anomalous data throughout the discussion, clashes ensued that resulted in emotional conflict and a lack of discussion. Students' framing shifts were observed during the discussion on which group leaders seemed to have a huge influence. This study lays the foundation for future work on establishing productive framing to prompt scientific argumentation in science classrooms.