• Title/Summary/Keyword: 비형식적 교육

Search Result 227, Processing Time 0.031 seconds

Trend Analysis of Informal Science Education Research in Korea: Focus on Educational Perspectives (국내 비형식 과학 교육 연구 경향 분석: 교육적 관점을 중심으로)

  • Jang, Eunjin
    • Journal of Science Education
    • /
    • v.42 no.3
    • /
    • pp.293-307
    • /
    • 2018
  • The purpose of this study is to search for the direction of informal science education research by analyzing them from the educational perspectives of informal science education. For this purpose, this study analyzed 144 journals related to informal science education that have been issued in the last six years in terms of educational perspectives. As a result, this study found a tendency for studies to be biased towards a few educational perspectives such as scientific practice participation, emotional enhancement, and understanding of knowledge, while studies on the understanding of nature of science have been conducted in a few cases. This tendency was also found in the analysis of the detailed media in each field, however, the biased educational perspectives varied from media to media. Therefore, in order to understand various aspects of informal science education itself, which is not a subsidy of formal school education, and to deeply understand what each media is trying to pursue, it should be done with various educational perspectives in each media study.

The Development and Application of an Informal Engineering Education Program to Achieve Engineering Literacy (공학적 소양 함양을 위한 비형식 공학교육 프로그램 개발 및 적용 - 국립과학관을 중심으로)

  • Huh, Hye-Yeon;Kim, Ki-Soo
    • 대한공업교육학회지
    • /
    • v.45 no.2
    • /
    • pp.131-158
    • /
    • 2020
  • The purpose of this study is to develop and apply an informal engineering education program for engineering education that is realized outside the framework of formal education. To this end, a non-format engineering education program was developed and rationalized, discussing participants' experience in participating in the program. The developed non-format engineering education program was applied to 90 high school learners interested in engineering in a one-night, two-day camp format, and the goal was confirmed through open surveys and in-depth interviews. The goal of the non-format engineering education program is to understand the importance of engineering and engineering design in real life and the principles of engineering design processes, and to use a variety of knowledge and tools to creatively solve engineering problems creatively. In addition, education programs were developed based on the fact that real-life examples allow engineers to understand what they do, design their own careers, and collaborate with colleagues to share various engineering issues and develop communication skills on engineering topics.

A Child's Informal Knowledge of Multiplication ((두 자리 수)${\times}$(두 자리 수) 해결과정에서 나타나는 아동의 비형식적인 지식에 관한 사례연구)

  • Jeon, Hyung-Og;Lee, Kyung-Hwa
    • Journal of Educational Research in Mathematics
    • /
    • v.18 no.4
    • /
    • pp.483-497
    • /
    • 2008
  • This study investigated what kind of informal knowledge is emergent and what role informal knowledge play in process of solving 2-digit by 2-digit multiplication task. The data come from 4 times interviews with a 3th grade student who had not yet received regular school education regarding 2-digit by 2-digit multiplication. And the data involves the student's activity paper, the characteristics of action and the clue of thinking process. Findings from these interviews clarify the child's informal knowledge to modeling strategy, doubling strategy, distributive property, associative property. The child formed informal knowledge to justify and modify her conjecture of the algorithm.

  • PDF

Case Study on a Child's Informal Knowledge of Carrying and Borrowing (받아올림과 받아내림이 있는 계산과 관련한 아동의 비형식적 지식에 대한 사례연구)

  • Chang, Hye-Won
    • School Mathematics
    • /
    • v.11 no.4
    • /
    • pp.607-623
    • /
    • 2009
  • This study aims to investigate a child's informal knowledge of carrying and borrowing in additive calculations. The additive word problems including three types of calculations are posed a child that is the first grader and has no lessons about carrying and borrowing. By analysing his answers, his informal knowledge, that is his methods and strategies for calculating the additive problems are revealed. As a result, conceptual aspects and procedural aspects of his informal knowledge are recognized, and the didactical implications are induced for connecting his informal knowledge and the formal knowledge about carrying and borrowing.

  • PDF

Cabri II 를 이용한 증명 교수학습 방법에 관한 연구

  • Ryu, Hui-Chan;Jo, Wan-Yeong
    • Communications of Mathematical Education
    • /
    • v.8
    • /
    • pp.17-32
    • /
    • 1999
  • 본 논문의 목적은 Cabri II 를 이용하여 형식적이고 연역적인 증명수업 방법의 대안을 찾는 데 있다. 형식적인 증명을 하기 전에 탐구와 추측을 통한 발견과 그 결과에 대한 비형식적인 증명 활동을 강조한다. 역동적인 기하소프트웨어인 Cabri II 는 작도가 편리하고 다양한 예를 제공하여 추측과 탐구 그리고 그 결과의 확인을 위한 풍부한 환경을 제공할 수 있으며, 끌기 기능을 이용한 삼각형의 변화과정에서 관찰할 수 있는 불변의 성질이 형식적인 증명에 중요한 역할을 한다. 또한 도형에 기호를 붙이는 활동은 형식적인 증명을 어렵게 만드는 요인 중의 하나인 명제나 정리의 기호적 표현을 보다 자연스럽게 할 수 있게 해 준다. 그러나, 학생들이 증명은 더 이상 필요 없으며, 실험을 통한 확인만으로도 추측의 정당성을 보장받을 수 있다는 그릇된 ·인식을 심어줄 수도 있다. 따라서 모든 경우에 성립하는 지를 실험과 실측으로 확인할 수는 없다는 점을 강조하여 학생들에게 형식적인 증명의 중요성과 필요성을 인식시킬 필요가 있다. 본 연구에 대한 다음과 같은 후속연구가 필요하다. 첫째, Cabri II 를 이용한 증명 수업이 학생들의 증명 수행 능력 또는 증명에 대한 이해에 어떤 영향을 끼치는지 특히, van Hiele의 기하학습 수준이론에 어떻게 작용하는 지를 연구할 필요가 있다. 둘째, 본 연구에서 제시한 Cabri II 를 이용한 증명 교수학습 방법에 대한 구체적인 사례연구가 요구되며, 특히 탐구, 추측을 통한 비형식적인 중명에서 형식적 증명으로의 전이 과정에서 나타날 수 있는 학생들의 반응에 대한 조사연구가 필요하다.

  • PDF

인지적으로 안내된 교수(CGI)에 대한 고찰

  • Kim, Won-Gyeong;Baek, Seon-Su
    • Communications of Mathematical Education
    • /
    • v.14
    • /
    • pp.27-41
    • /
    • 2001
  • 인지적으로 안내된 교수(CGI)는 학생들의 수학적 사고(특히, 비형식적 지식)의 발달; 그러한 발달에 영향을 미치는 교수; 교수 실제에 영향을 미치는 교사의 지식과 신념들; 교사의 지식, 신념들, 실제들이 학생들의 수학적 사고에 대한 이해에 의해 영향을 받는다는 점에 초점을 둔 통합된 연구 프로그램이다. 본 논문에서는 아동의 비형식적인 지식을 중시하는 최근의 연구들을 고찰하고, CGI를 위한 수업을 어떻게 조직하며, 그러한 교수법이 수업을 어떻게 진행할 것인지에 대한 구체적이고 명확한 지침을 제공하지 않으므로 CGI를 적용하는 교실들의 유사점을 살펴본다. 그리고, 마지막으로 최근의 연구들을 고찰함으로써 CGI의 효과를 알아본다.

  • PDF

The Connection between Informal Knowledge and Formal Knowledge on Division (자연수 나눗셈에 관한 비형식적 지식과 형식적 지식의 연결 방안)

  • Lee, Jong-Euk
    • The Mathematical Education
    • /
    • v.47 no.1
    • /
    • pp.91-106
    • /
    • 2008
  • Interviews with 24 pupils in grade 1-2 were used to investigate awareness of the relation between situation and computation in simple quotitive and partitive division problems as informally experienced. Then it was suggested how to connect children's informal knowledge and formal knowledge of division. Most subjects counted cubes or made drawing, and related these methods to the situation described in the problems. In result, quotitive division was experienced as a dealing situation, where the number of items represented by the divisor was repeatedly taken from the whole number. And estimate-adjust was the most frequently displayed way of experiencing partitive division. Therefore, partitive division with its two measurement variables can be related to a measurement model. And children should be taught column algorithms for division with estimated-adjust which pupils used for partitive division problems.

  • PDF

Research on the Educational Role of Informal Educational Institution Based on the Analysis of the Educational Programs - A Case Study of the Seodaemun Museum of National History (교육프로그램 분석을 통한 비형식 과학교육기관의 교육적 역할 제고: 서대문자연사박물관을 중심으로)

  • Kim, Yi-sul;Sohn, Jungjoo;Jeong, Jong Chel
    • Journal of Science Education
    • /
    • v.35 no.2
    • /
    • pp.149-158
    • /
    • 2011
  • The purpose of this study is to improve education program for Informal Science Education Institution by analyzing education program of Natural History Museum, one of informal science education institution. This research subject is Seodaemun Museum of Natural History, located in Seodaemun-Gu, Seoul. It is Public Natural History Museum, which runs more than 60 education programs every year continuously for recent 6 years. Objects of this study are 32 education programs for 3rd to 6th grade of elementary school. The result of study shows that teaching materials of programs, run by informal science education institution, don't contain enough script and activity for improving creativity and inquiring mind. As the result of the study, it is required that guidance plan of education program be developed with more activities, teaching method and script, to seek quality of class than quantity of that when developing education program of science education institutes. And it is required to develop teaching material using creative technique and to improve medium and long term program for development of feedback.

  • PDF

Students' Informal Knowledge of Division in Elementary School Mathematics (자연수의 나눗셈에 관한 초등학교 학생의 비형식적 지식)

  • Park, Hyoun-Mi;Kang, Wan
    • Journal of Elementary Mathematics Education in Korea
    • /
    • v.10 no.2
    • /
    • pp.221-242
    • /
    • 2006
  • For teaching division more effectively, it is necessary to know students' informal knowledge before they learned formal knowledge about division. The purpose of this study is to research students' informal knowledge of division and to analyze meaningful suggestions to link formal knowledge of division in elementary school mathematics. According to this purpose, two research questions were set up as follows: (1) What is the students' informal knowledge before they learned formal knowledge about division in elementary school mathematics? (2) What is the difference of thinking strategies between students who have learned formal knowledge and students who have not learned formal knowledge? The conclusions are as follows: First, informal knowledge of division of natural numbers used by grade 1 and 2 varies from using concrete materials to formal operations. Second, students learning formal knowledge do not use so various strategies because of limited problem solving methods by formal knowledge. Third, acquisition of algorithm is not a prior condition for solving problems. Fourth, it is necessary that formal knowledge is connected to informal knowledge when teaching mathematics. Fifth, it is necessary to teach not only algorithms but also various strategies in the area of number and operation.

  • PDF

A Short Discussion about Connection of Informal and Formal Mathematical Knowledge (비형식적 수학적 지식과 형식적 수학적 지식의 결합에 관한 소고)

  • 김진호
    • School Mathematics
    • /
    • v.4 no.4
    • /
    • pp.555-563
    • /
    • 2002
  • The purpose of this paper is to try formulating a working definition of connection of informal and formal mathematical knowledge. Many researchers have suggested that informal mathematical knowledge should be connected with school mathematics in the process of learning and teaching it. It is because informal mathematical knowledge might play a important role as a cognitive anchor for understanding school mathematics. To implement the connection of them we need to know what the connection means. In this paper, the connection between informal and formal mathematical knowledge refers to the making of relationship between common attributions involved with the two knowledge. To make it clear, it is discussed that informal knowledge consists of two properties of procedures and conceptions as well as formal mathematical knowledge does. Then, it is possible to make a connection of them. Now it is time to make contribution of our efforts to develop appropriate models to connect informal and formal mathematical knowledge.

  • PDF