• Title/Summary/Keyword: 맥락 문제

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Consideration on the Contents of the Electromagnetism Domain in the 2022 Revised Elementary School Science Curriculum (2022 개정 초등학교 과학과 교육과정의 전자기 영역 내용 구성에서 고려해야 할 것)

  • Cheong, Yong Wook;Yoon, Hye-Gyoung
    • Journal of Korean Elementary Science Education
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    • v.41 no.2
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    • pp.186-198
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    • 2022
  • With the science curriculum about to be revised in 2022, this study aimed to guide curriculum revision by addressing suggested approaches to the electromagnetism education in elementary school science curriculum. The core concepts of electromagnetism are "electric field" and "magnetic field" as a medium of force, but the current curriculum does not properly describe the core concepts of electromagnetism. Mechanics and electromagnetism should be linked in elementary schools to form science curriculum based on core concepts to solve this problem. Additionally, the nine aspects of technology extracted in this study offer various educational contexts to match the development of engineering technology based on electromagnetism. However, the current curriculum does not comprise these various contexts and focuses on the limited content of electric circuits using light bulbs. Therefore, it is necessary to expand the scope of the curriculum to better mirror real-life technology. Through the use of more diverse materials and contexts, the scope and level of STS education as well as conceptual learning could be expanded. Finally, in the case of electric circuit learning, various issues such as difficulty in connecting electric circuits and electric field concepts, representativeness of electric circuit, students' learning difficulty, and phenomena-oriented learning should be considered.

창의성과 비판적 사고

  • Kim, Yeong Jeong
    • Korean Journal of Cognitive Science
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    • v.13 no.4
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    • pp.80-80
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    • 2002
  • The main thesis of this article is that the decisive point of creativity education is the cultivation of critical thinking capability. Although the narrow conception of creativity as divergent thinking is not subsumed under that of critical thinking, the role of divergent thinking is not so crucial in the science context of creative problem-solving. On the contrary, the broad conception of creativity as focusing on the reference to utility and the third conception of creativity as a process based on the variation and combination of existing pieces of information are crucial in creative problem-solving context, which are yet subsumed under that of critical thinking. The emphasis on critical thinking education is connected with the characteristics of contemporary knowledge-based society. This rapidly changing society requires situation-adaptive or situation-sensitive cognitive ability, whose core is critical thinking capability. Hence, the education of critical thinking is to be centered on the learning of blowing-how and procedural knowledge but not of knowing-that and declarative knowledge. Accordingly, the learning of critical thinking is to be headed towards the cultivation of competence but not just of performance. In conclusion, when a rational problem-solving through critical and logical thinking turns out consequently to be novel, we call it creative thinking. So, creativity is an emergent property based on critical and logical thinking.

창의성과 비판적 사고

  • 김영정
    • Korean Journal of Cognitive Science
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    • v.13 no.4
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    • pp.81-90
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    • 2002
  • The main thesis of this article is that the decisive point of creativity education is the cultivation of critical thinking capability. Although the narrow conception of creativity as divergent thinking is not subsumed under that of critical thinking, the role of divergent thinking is not so crucial in the science context of creative problem-solving. On the contrary, the broad conception of creativity as focusing on the reference to utility and the third conception of creativity as a process based on the variation and combination of existing pieces of information are crucial in creative problem-solving context, which are yet subsumed under that of critical thinking. The emphasis on critical thinking education is connected with the characteristics of contemporary knowledge-based society. This rapidly changing society requires situation-adaptive or situation-sensitive cognitive ability, whose core is critical thinking capability. Hence, the education of critical thinking is to be centered on the learning of blowing-how and procedural knowledge but not of knowing-that and declarative knowledge. Accordingly, the learning of critical thinking is to be headed towards the cultivation of competence but not just of performance. In conclusion, when a rational problem-solving through critical and logical thinking turns out consequently to be novel, we call it creative thinking. So, creativity is an emergent property based on critical and logical thinking.

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A study on the visual integrated model of the fractional division algorithm in the context of the inverse of a Cartesian product (카테시안 곱의 역 맥락에서 살펴본 분수 나눗셈 알고리즘의 시각적 통합모델에 대한 연구)

  • Lee, Kwangho;Park, Jungkyu
    • Education of Primary School Mathematics
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    • v.27 no.1
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    • pp.91-110
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    • 2024
  • The purpose of this study is to explore visual models for deriving the fractional division algorithm, to see how students understand this integrated model, the rectangular partition model, when taught in elementary school classrooms, and how they structure relationships between fractional division situations. The conclusions obtained through this study are as follows. First, in order to remind the reason for multiplying the reciprocal of the divisor or the meaning of the reciprocal, it is necessary to explain the calculation process by interpreting the fraction division formula as the context of a measurement division or the context of the determination of a unit rate. Second, the rectangular partition model can complement the detour or inappropriate parts that appear in the existing model when interpreting the fraction division formula as the context of a measurement division, and can be said to be an appropriate model for deriving the standard algorithm from the problem of the context of the inverse of a Cartesian product. Third, in the context the inverse of a Cartesian product, the rectangular partition model can naturally reveal the calculation process in the context of a measurement division and the context of the determination of a unit rate, and can show why one division formula can have two interpretations, so it can be used as an integrated model.

The Features of Intuitive Thinking Emerged During Problem Solving Activities About Thermal Phenomena: When Intuitive Thinking Appears and How it is Related to Logical Thinking (열 현상에 대한 초등학생들의 문제해결 과정에서 나타나는 직관적 사고의 특징 -발현의 맥락 및 논리적 사고와의 관계를 중심으로-)

  • Park, Joonhyeong;Song, Jinwoong
    • Journal of The Korean Association For Science Education
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    • v.37 no.3
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    • pp.523-537
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    • 2017
  • The purpose of this study is to investigate the features of elementary students' intuitive thinking emerged during problem solving activities as it related to thermal phenomena, focusing on when intuitive thinking appears and how it is related to logical thinking. For this, we presented a problem related to thermal phenomena to nine 5th-grade students, and examined how students' thinking emerged in the activities. We conducted clinical interviews to investigate the thinking process of students. The results of this study are as follows. First, students made their own solutions and justified it later during the emergence process of intuitive thinking. It was also found that students connected concrete materials and abstract concepts intuitively. They solved the problem by making predictions even when information is insufficient. Second, it was shown that intuitive thinking can emerge through the intended strategies such as drawing a mental image, thinking from a different perspective, and integrating methods. These results, which are related to the students' intuitive thinking has received little attention and will be the basis for helping students in the context of discovery of their problem solving activities.

A prototype model of entrepreneur: Historical context and anthropological approach (기업가(起業家)의 20가지 모습: 역사적 맥락과 문화인류학적 관점)

  • Lee, Choonwoo
    • Korean small business review
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    • v.42 no.2
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    • pp.139-177
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    • 2020
  • The concepts of entrepreneurship are very various. So many researchers are confused or not sure of the concepts of entrepreneurship. Likewise, the concept of entrepreneur are very various, and confused of the concepts of entrepreneur. This study try to set a comprehensive conceptual model of concepts of entrepreneurs. This model suggest a prototype model of entrepreneur with historical context and anthropological approach.

The Effects of Contextual Error-Correction Feedback on Learners' Academic Achievement io Web Courseware for Learning Productivity S/W (Productivity S/W 학습용 웹 코스웨어에서 상황맥락적 오류교정 패드백이 학업성취도에 미치는 영향)

  • Kim, Do-Yun;Bae, Young-Kwon;Baek, Jang-Hyeon;Lee, Tae-Wuk
    • The Journal of Korean Association of Computer Education
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    • v.7 no.1
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    • pp.141-149
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    • 2004
  • Today there are many Web courseware systems for formative evaluation and feedback. Formative evaluation and feedback provided according to users' response in most Web courseware systems, however, are simple texts showing only whether correct or wrong, correct answers, relevant information, etc., far deviated from actual context. Thus such a system may weaken the corrective function of feedback and, as a result, reduce learners' understanding of contents and the possibility of learning transfer. In addition, according to the learning theory of constructivism, learning is influenced by the situation, in which it happens, and knowledge is learned and transferred differently depending on the context in which it is learned. In the background, this study designed and implemented a contextual error-correction feedback system that can provide feedback in a context closely related and similar to the relevant situation according to the response of learners when formative evaluation is carried out in Web courseware. In addition, it applied 'correction/correct-answer-providing feedback', 'relevant information providing feedback' and 'contextual error-correction feedback' to Web courseware for learning actual productivity S/W and verified if 'contextual error-correction feedback' is more effective than other two types of feedback for learners' academic achievement.

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'Belief' and Epistemic acceptance ('믿음'과 인식적 수용)

  • Lee, Joohan
    • Korean Journal of Logic
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    • v.20 no.2
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    • pp.197-239
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    • 2017
  • The ordinary term 'believe' is polysemous and thus its meaning varies depending on contexts. Little attention, however, has been paid to its context sensitivity in philosophical discussions, and thereby unnecessary problems tend to be brought about in philosophy. This article explores the different meanings of the term 'believe' to serve as a steppingstone to the solving or dissolving of those problems. To begin, it discusses two different mental attitudes 'believe' stands for, i.e., belief as an involuntary mental disposition and pragmatic acceptance as a mental action, and then suggests and explicates another mental action 'believe' referes to, which I call 'epistemic acceptance'. It will be revealed that epistemic acceptance is a secondary mental action which is performed in a context where epistemic reason and non-epistemic reason compete each other. Then, attention is given to several questions concerning epistemic acceptance and answers to them are provided. The issue of whether epistemic acceptance is analyzable and of the relation between epistemic acceptance and judgment will be addressed in the course of answering them. Finally, a brief prospect is put forward that distinction of different mental attitudes 'believe' stands for will bring a new perspective to solve some philosophical problems, especially, with regard to the issue of the nature of epistemic norm.

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The Effects of Educational Robot-based SW Convergence Education on Primary Students' Computational Thinking, Collaborative and Communication Skills (교육용로봇기반 SW융합교육이 초등학생의 컴퓨팅 사고력, 협업능력 및 의사소통능력에 미치는 효과)

  • Choi, Hyungshin;Lee, Jeongmin
    • Journal of The Korean Association of Information Education
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    • v.24 no.2
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    • pp.131-138
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    • 2020
  • The aim of software education is to increase students' Computational Thinking(CT) skills that they can compose problems and provide solutions which can be carried out effectively by information-processing systems. Furthermore, if problem solving situations can provide students with meaningful problem solving opportunities in authentic social contexts, then software education would be more valuable. This study pursued educational robot-based SW convergence education where 4th grade primary students have access to tangible outputs and can engage in authentic problem solving situations working with peers by using robots and programming. In addition, this study investigated the effectiveness of the classes in terms of computational thinking skills and social capabilities(collaborative skills and communication skills). The current study provides educational robot-based SW convergence education cases of a primary school and discusses the effectiveness of the classes in terms of students' computational thinking skills and social capabilities.

The Effects of Metacognitive Training in Math Problem Solving Using Smart Learning System (스마트 러닝 시스템을 활용한 수학 문제 풀이 맥락에서 메타인지 훈련의 효과)

  • Kim, Sungtae;Kang, Hyunmin
    • The Journal of the Convergence on Culture Technology
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    • v.8 no.1
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    • pp.441-452
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    • 2022
  • Training using metacognition in a learning environment is one of the topics that have been continuously studied since the 1990s. Metacognition can be broadly divided into declarative metacognitive knowledge and procedural metacognitive knowledge (metacognitive skills). Accordingly, metacognitive training has also been studied focusing on one of the two metacognitive knowledge. The purpose of this study was to examine the role of metacognitive skills training in the context of mathematical problem solving. Specifically, the learner performed the prediction of problem difficulty, estimation of problem solving time, and prediction of accuracy in the context of a test in which problems of various difficulty levels were mixed within a set, and this was repeated 5 times over a total of 5 weeks. As a result of the analysis, we found that there was a significant difference in all three predictive indicators after training than before training, and we revealed that training can help learners in problem-solving strategies. In addition, we analyzed whether there was a difference between the experiment group and control group in the degree of test anxiety and math achievement. As a result, we found that learners in the experiment group showed less emotional and relationship anxiety at 5 weeks. This effect through metacognitive skill training is expected to help learners improve learning strategies needed for test situations.