• The Journal of the Korea institute of electronic communication sciences
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• v.11 no.5
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• pp.511-522
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• 2016

Breaking down the boundaries between recent study has emerged as a key issue of convergence education to create new knowledge. The core of IT Convergence Education is being made through educational SW, SW purpose of education has been focused on improving the CT(: Computational Thinking). The purpose of this paper is to design a CT teaching model for activating IT Convergence Education. In this study, we designed a CT Curriculum focusing on algorithm and program for the purpose of enhancing non-majors learner's CT ability and software adaptability and being utilized in the majors. It is expected to be utilized to design a CT teaching methods and curriculum in University.

• Journal of the Korean School Mathematics Society
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• v.20 no.2
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• pp.187-210
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• 2017

The animated discussion about mathematical modeling that had studied consistently in Korea since 1990s has flourished, because mathematical modeling was involved in the teaching-learning method to improve problem solving competency on 2015 reformed mathematics curriculum. In an attempt to re-examine the educational value and necessity of application to school education field, this study was to review the literature of mathematical modeling in mathematical competencies perspective. As a result, mathematical modeling could not only be involved the components of problem solving competency, but also support other competencies; reasoning, creativity-amalgamation, data-processing, communication, and attitude -practice. In this regard, This paper suggested the necessity of the discussion about the position of mathematical modeling in mathematical competencies and the active use of mathematical modeling tasks in mathematics textbook or school classes.

• The Journal of Korean Association of Computer Education
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• v.12 no.1
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• pp.15-22
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• 2009

Computer programming language learning has an educational effect on improving the high level abilities such as a logical thinking ability and a problem solving ability as well as on understanding a computer working process through the process of programming and debugging tasks. In this study, the Flow Theory is applied for the students to have inner learning motive and continue their learning in the programming language learning. For this, we developed teaching-learning strategies applied by Flow elements, and designed to the WBI. We also applied to the actual teaching-learning field designed WBI and verified the effects on the changes in the learner's Flow level and academic achievement. The result of verification, WBI learning applied by Flow Theory is effective on improving Flow level, making the students have the learning goal and spirit of challenging, forming feedbacks. Also Flow experiences have effect on improving academic achievement(programming ability) through the positive effects on the results of the learning.

• Journal of the Korean School Mathematics Society
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• v.14 no.2
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• pp.123-142
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• 2011

Recently, a number of researches acknowledge the importance of 'reflection' and 'reflective teacher education,' and they highlight the implication of 'reflection' on the teacher's profession or the teacher education. The reflective thought is interpreted as a subject that should be taught or a sort of strategy that a teacher should learn, while the aspect is excluded that reflection is the interaction between the innate knowledge and the practice. As a result, the reflective teacher education programs that increase the level of reflection are developed and practiced, and the reflection is accepted as a tool for increasing teacher professionalism. Reflective teaching is en essential and basic element for the development of teacher knowledge. In particular, such teacher knowledge might be being gradually expanded by a teacher's self-assessment on reflection on his own instruction. For this reason, this study develops an assessment framework on instruction which is comprized of teacher knowledge and instructional process. To accomplish this, in this study, teacher knowledge is considered as a whole practice knowledge combined by subject matter knowledge, understanding of learners, teaching and learning methods and assessment, and instructional environment. Also, success on instruction in mathematics class might depend on the acquisition of teacher knowledge, instructional planning, instructional execution, and furthermore reflection on instruction. Especially, this study emphasizes that 'reflection on instruction', the most important step of instruction be reflected and examined by the teacher himself.

• Proceedings of the Korean Institute of Information and Commucation Sciences Conference
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• 2013.05a
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• pp.662-665
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• 2013

ITS(Intelligent Tutoring System) is a system that provides active and flexible tutoring conditions to learners, having adopted artificial intelligence to overcome the limitations of CAI(Computer Assisted Instruction). However, the existing ITS has a few problems; the system provides the same contents to every learner, not considering main variants of their learning and achievement, characters and levels, and therefore, it does not generate satisfactory results; the system does not offer a properly designed course schedule. Therefore, this thesis proposes ARS(Adaptive Recommendation System), founded on ITS, that provides contents designed based on the characters and levels of learners. To catch the characters of learners, the important variant for successful learning, ARS applies and embodies a module of self-assessment test. Also, it puts weighs according to the areas of learning which is different from the simplified assessment that asks for short and mechanical answers for the purpose of knowing the levels of the learners.

• School Mathematics
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• v.10 no.3
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• pp.375-399
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• 2008

Infinitesimal did not play an explicit role concerning definite integral in the textbook nowadays. But studies which investigate understanding of students on definite integral show that many students comprehend definite integral with infinitesimal. Formally infinitesimal is not taught at mathematics classroom, but many students identify definite integral as infinite sum of infinitesimals. This means that definite integral itself contains some structural elements that allow infinitesimal interpretation. In this study we investigate the role of infinitesimal In the historical development of partition-sum in definite integral, extract didactical issues concerning understanding of definite integral, and analyse Korean mathematics textbooks. Finally we propose some suggestions on the teaching of definite integral which contains the process of refinement intuition.

• School Mathematics
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• v.5 no.4
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• pp.477-506
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• 2003

In this paper, we analyze nine-grade students' conceptions of parameters, their relation to unknowns and variables and the process of understanding of letters in problem solving of equations and functions. The roles of letters become different according to the letters-used contexts and the meaning of letters Is changed in the process of being used. But, students do not understand the meaning of letters correctly, especially that of parameter. As a result, students operate letters in algebraic expressions according to the syntax without understanding the distinction between the roles. Therefore, the parameter of learning should focus on the dynamic change of roles and the flexible thinking of using letters. We develop a self-regulation model based on the monitoring working question in teaching-learning situations. We expect that this model helps students understand concepts of letters that enable to construct meaning in a concrete context.

• Journal of Educational Research in Mathematics
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• v.25 no.1
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• pp.21-58
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• 2015

The aim of this study is to look into the didactical background for teaching proportional reasoning in elementary school mathematics and offer suggestions to improve teaching proportional reasoning in the future. In order to attain these purposes, this study extracted and examined key ideas with respect to the didactical background on teaching proportional reasoning through a theoretical consideration regarding various studies on proportional reasoning. Based on such examination, this study compared and analyzed textbooks used in the United States, the United Kingdom, and South Korea. In the light of such theoretical consideration and analytical results, this study provided suggestions for improving teaching proportional reasoning in elementary schools in Korea as follows: giving much weight on proportional reasoning, emphasizing multiplicative comparison and discerning between additive comparison and multiplicative comparison, underlining the ratio concept as an equivalent relation, balancing between comparisons tasks and missing value tasks inclusive of quantitative and qualitative, algebraic and geometrical aspects, emphasizing informal strategies of students before teaching cross-product method, and utilizing informal and pre-formal models actively.

• Journal of Digital Convergence
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• v.10 no.11
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• pp.613-618
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• 2012

ICT education guidelines revised in 2005 reinforce computer science elements such as algorithm, data structure, and programming covering all schools. And Ministry of Education emphasizes STEAM education. Most important is that "How instruct them". This means necessity of contents. So this paper suggests learning method of Stack and Queue using LEGO MINDSTORMS NXT. The main purpose is that how stack and queue are used, when robot explore realistic maze. Teaching and learning strategies are algorithm, flowchart, and NXT-G programming. Simple maze has path in left or right, but complex maze has three-way intersection. These are developed by authors. Master robot explores maze and push stack, and then return to entrance using stack. Master robot explores maze and transmits path to slave's queue. And then slave robot drives without exploration. Students can naturally learn principles and applications of them. Through these studies, it can improves ability of logical and creative thinking. Furthermore it can apply to ICT and STEAM education.

• 한국지구과학회:학술대회논문집
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• 2010.04a
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• pp.71-71
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• 2010

대학생들의 야외 지질 실습 전과 후에 퇴적층 형성에 대한 이해도 변화를 파악하기 위해 충남대학교 지질환경과학과 3학년 재학생 27명을 대상으로 3일 동안, 참여 학생들에게 매일 실습 전과 후로 나누어 6번의 설문 조사를 실시하였다. 설문 조사 문항은 모두 주관식이며, 3일에 걸쳐 총 68문항을 제공하였다. 제시된 문항은 퇴적층 형성과 관련된 기본개념 31문항과 조사 지역의 노두관찰 37문항으로 분류 된다. 야외 실습 전과 후의 개인별 점수를 각각 비교한 결과 실습에 참여한 모든 학생들의 점수가 향상되었다. 실습 3일에 대한 전체 학생들의 평균점수는 실습 전에 28.3점, 후에 51.6점으로 실습 전보다 후에 34.2% 향상되었다. 또한 전체 학생들의 기본개념 31문항에 대한 평균점수는 실습 전에 19.8점, 후에 26.9점으로 22.9%, 조사 지역 노두관찰 37문항에 대해서는 실습전에 8.5점, 후에 24.7점으로 43.8%가 각각 향상되었다. 퇴적층은 공간적으로 넓은 장소와 시간적으로 오랜 기간 동안에 걸쳐 형성되어 학생들은 광범위한 공간적, 시간적 개념을 이해하는 것이 필요하며 대학의 지질학 교육 과정에서 야외실습은 필수적인 요소이다. 야외 실습은 학습자가 직접 자연과 같은 실제 세계를 관찰하고 조사하는 활동으로 이루어지는 학습 방법으로 교실 밖에서 일어나는 모든 학습을 총칭한다고 할 수 있다. 본 연구 결과는 야외 실습 후에 학생들의 점수가 향상된 것을 보여주었다. 이런 결과는 야외 실습이 야외에서 학습자가 주체가 되어 적극적인 참여로 학습하는 학생 중심 학습이고, 자연 환경을 학습의 장으로 하여 실물을 활용한 직접적인 조사활동과 같은 경험에 의한 체험 학습이기 때문인 것으로 해석된다. 또한 야외 실습에서 그룹 활동은 학생들이 지질조사를 하면서 발견된 문제나 내용에 대해 공유할 수 있는 토론 학습인 동시에 야외 활동에서 교수는 전문가 혹은 학습 촉매자로서 문제에 대한 해결책을 주거나 학생들에게 질문이나 토론의 기회를 주어 학생들의 지적, 정신적 향상에 영향을 미치기 때문인 것으로 보인다. 그러므로 야외 실습은 계획, 실행, 정리 단계가 매우 중요하다. 우선 장소 선정에 있어 강의실에서 토론된 주제 및 개념과 관련된 장소를 선정해야 하며, 야외에서는 학생과 학생, 학생과 교수 간의 그룹 활동, 토의 및 질문 시간을 충분히 가져야 함은 물론 실습 후에는 세미나를 통해 야외 활동에서 새롭게 발견하거나 조사 및 학습한 내용, 해결하지 못한 문제 등을 토론하고 정리하는 과정을 갖는 것이 필요하다고 판단된다.