• Title/Summary/Keyword: Teacher education curriculum

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Development and Application of RPG based learning contents for English low-achiever of elementary school (초등학교 영어과 학습 부진아를 위한 RPG 게임 기반 학습 콘텐츠 개발 및 적용)

  • Oh, Young-Bum;Jeong, Hee-Jae
    • Journal of The Korean Association of Information Education
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    • v.15 no.3
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    • pp.335-344
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    • 2011
  • The purpose of this paper is to develop RPG based learning content for English low-achievers at elementary school and to verify the educational effectiveness of this content. Design strategies were elicited by reviewing curriculum and literature. Educational RPG was developed based on ADDIE model. The researchers implemented them in four 5th-grade English low-achievers for two months. Free writing, interviews and observations of the homeroom teacher were conducted to verify the effectiveness of the content. As a result, English low-achieving students became interested in RPG itself, raised their expectations and became more satisfied in learning. When students completed missions while playing games, they gained satisfaction and were challenged by the new missions. This had a positive effect on learning motivation, or "continuing motivation" as mentioned by Keller.

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Effects of Process-Focused Assessment Using Student Self-Assessment on Mathematics Achievement and Affective Domain (자기 평가를 통한 과정 중심 평가가 수학 학업 성취도와 정의적 영역에 미치는 영향)

  • Moon, Sojung;Sihn, Hanggyun
    • Journal of Elementary Mathematics Education in Korea
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    • v.24 no.3
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    • pp.279-297
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    • 2020
  • The purpose of this study is to find ways to establish and operate Process-focused Assessment in the classroom as the 2015 revised curriculum has emerged. As a way of doing so, we proposed a Process-focused Assessment through self-assessment and looked at the impact of the applied classes on the mathematical academic performance and affective domain of fifth-grade elementary school students. After selecting two classes of fifth grade with proven homogeneity for research, the experimental group applied Process-focused Assessment through self-assessment and the teacher-led Process-focused Assessment to the comparative group. As a result, it was confirmed that the classes applying Process-focused Assessment through self-assessment significantly improved the math and academic performance of fifth-grade elementary school students. The affective domain of the experimental group did not change significantly, but the analysis of the students' comments and interview data showed that they had more interest and confidence in mathematics.

The Views about Physics and Biology of Science Teachers who majored in Physics (과학 교사의 물리와 생물에 관한 관점 비교: 물리 전공 교사를 중심으로)

  • Choi, Hyukjoon
    • Journal of Science Education
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    • v.36 no.2
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    • pp.341-353
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    • 2012
  • The purpose of this study is to explore how science teachers' views about physics and biology are different. From a survey of 45 science teachers who majored in physics, this study found that their views about physics were closer to the experts' views than their views about biology. But it seemed that their views about neither physics nor biology were similar to the experts' views. Compared their views about physics with their views about biology in six dimensions, in four dimensions including structure dimension, methodology dimension, validity dimension, and reflective thinking dimension, the scores of the views about physics were higher, in learnability dimension, the scores of the views about biology were higher, and in personal relevance dimension, the scores of the two kinds of views were similar. Specially the their views about physics in learnability dimension were closer to novices'. In addition, science teachers majored in physics seemed to think that compared with biology, physics is coherent, systematic and reasoning, but it is not learnable.

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Development and Effects of a Child Creative Thought Program (유아의 창의적 사고 프로그램의 개발 및 효과)

  • Kim, Hyo-Jin;Park, Seong-Ok
    • Korean Journal of Human Ecology
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    • v.17 no.4
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    • pp.609-622
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    • 2008
  • This research was carried out to develop a program that would promote children's creative thought processes and also to ascertain the effect on their development. The creative thought program consists of three stages : at the first stage, information for the development of the program was gathered and the theoretical basic model established. Considering Divergent and Feeling Factors, the program was planned based on the William's educational curriculum as it was applied and tested in an actual life situation. At the second stage, in order to formulate an activity plan for the creative thought program, William's activity plan was analyzed. At the third stage, the activities which would be applied to the creative thought program in the actual situation were considered with teaching strategy, activity arena and creative thought factors. In conclusion, according to these research results, children's creative thought programs should not just promote Divergent Factors or limited areas of activities, but other activities which include Feeling Factors should be planned and more diverse creative thought programs developed. To design an education program that encourages efficient creative thought, various teaching strategies in creative thought education need to be developed. Teacher training for current teachers should be conducted and parents who have the most direct influence of their children - be made aware of the creative thought process in children. It needs to be stated that this research on creative thought programs is not a complete program: it needs to be further adjusted and supplemented. As development of the tools to evaluate Feeling Factors objectively and the application on the program due to insufficient time, a more continuous application of the program and further research and evaluation of its effects are required.

Instructional Design Model Development for Continuous Creativity-Personality Education based on NFTM-TRIZ (NFTM-TRIZ에 근거한 지속적인 창의·인성 교육을 위한 수업설계모형 구안)

  • Kim, Hoon-Hee
    • The Journal of the Korea Contents Association
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    • v.13 no.8
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    • pp.474-481
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    • 2013
  • The purpose of this study is that pre-service teacher are able to design creative instruction based on NFTM-TRIZ for building up their continuous creative thinking and promoting their creative instruction activities. NFTM-TRIZ is a educational technology system to form and develop creative thinking from child to adult continuously based on TRIZ theory. TRIZ is the thinking technique of creative problem solving that can be the tool of inventory solutions by finding and get over the key of contradiction that is necessary to obtain ideal final results of suggested problems. The subjects for this study were 90 pre-service teachers who are attending third and fourth graders of Teachers' College in G university and are taking 'Curriculum and Educational Evaluation'. The creativity program for this study was carried out for ten minutes at the end of lectures. The verification for this study results were performed two faces. First, pre-service teachers presented teaching and learning plan for one time used 8 Steps' Teaching and Learning Model based on NFTM-TRIZ. Second, researcher got feedback from them about this creative program.

Towards a Global Understanding and Standardisation of Education and Training in Microsurgery

  • Leung, Clement Chi Ming;Ghanem, Ali M.;Tos, Pierluigi;Ionac, Mihai;Froschauer, Stefan;Myers, Simon R.
    • Archives of Plastic Surgery
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    • v.40 no.4
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    • pp.304-311
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    • 2013
  • With an increasing emphasis on microsurgery skill acquisition through simulated training, the need has been identified for standardised training programmes in microsurgery. We have reviewed microsurgery training courses available across the six continents of the World. Data was collected of relevant published output from PubMed, MEDLINE (Ovid), and EMBASE (Ovid) searches, and from information available on the Internet of up to six established microsurgery course from each of the six continents of the World. Fellowships and courses that concentrate on flap harvesting rather than microsurgical techniques were excluded. We identified 27 centres offering 39 courses. Total course length ranged from 20 hours to 1,950 hours. Student-to-teacher ratios ranged from 2:1 to 8:1. Only two-thirds of courses offered in-vivo animal models. Instructions in microvascular end-to-end and end-to-side anastomoses were common, but peripheral nerve repair or free groin flap transfer were not consistently offered. Methods of assessment ranged from no formal assessment, where an instructor monitored and gave instant feedback, through immediate assessment of patency and critique on quality of repair, to delayed re-assessment of patency after a 12 to 24 hours period. Globally, training in microsurgery is heterogeneous, with variations primarily due to resource and regulation of animal experimentation. Despite some merit to diversity in curricula, there should be a global minimum standard for microsurgery training.

Influence of a Mathematical Philosophy Course on Preservice Elementary Teachers' Mathematical Beliefs (수리 철학 학습 과정이 예비 초등 교사의 수학적 신념에 미치는 영향)

  • Seo Kwanseog
    • Journal of Elementary Mathematics Education in Korea
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    • v.6 no.1
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    • pp.1-21
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    • 2002
  • Teachers' teaching behavior is directly influenced by teachers' belief, and students' belief system is directly influenced by teachers' teaching behavior. There has been a question whether curriculum of teacher training university could help preservice teachers form positive belief system. The purpose of this study was to address this issue empirically. First, a questionnaire about mathematical belief was given to freshmen preservice teachers. They generally showed positive belief about mathematics to the degree that is not satisfactory and responded most positively in the sub-area of teaching mathematics from three sub-areas of mathematics itself, studying mathematics, and teaching mathematics. After studying a mathematical philosophy course, the freshmen preservice teachers were given the same questionnaire that they responded before studying the course. Belief about mathematics itself was changed very positively, and increase in the sub-area of mathematics itself was the largest. These results show that the mathematical philosophy course helped preservice teachers form positive belief system in mathematics.

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A study on improper notions appeared in dealing with quotient and remainder in division for decimal numbers in Korean elementary math textbooks and its improvements (우리나라 초등학교 수학 교과서의 소수 나눗셈에서의 몫과 나머지 취급에서 나타나는 부적절한 관념과 그 개선에 관한 연구)

  • Park, Kyosik;Kwon, Seokil
    • Journal of Educational Research in Mathematics
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    • v.22 no.4
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    • pp.445-458
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    • 2012
  • Current textbooks may provide students and teachers with three improper notions related to the quotient and the remainder in division for decimal numbers as in the following. First, only the calculated results in (natural numbers)${\div}$(natural numbers) is the quotient. Second, when the quotient and the remainder are obtained in division for decimal numbers, the quotient is natural number and the remainder is unique. Third, only when the quotient cannot be divided exactly, the quotient can be rounded off. These can affect students and teachers on their notions of division for decimal numbers, so improvements are needed for to break it. For these improvements, the following measures are required. First, in the curriculum guidebook, the meaning of the quotient and the remainder in division for decimal numbers should be presented clearly, for preventing the possibility of the construction of such improper notions. Second, examples, problems, and the like should be presented in the textbooks enough to break such improper notions. Third, the didactical intention should be presented clearly with respect to the quotient and the remainder in division for decimal numbers in teacher's manual.

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Preservice Teachers' Writing Performance Producing Proofs and Counterexamples about Limit of Sequence (예비교사들을 대상으로 한 증명활동과 반례생성 수행결과 분석 : 수열의 극한을 중심으로)

  • Lee, Jeong-Gon;Lew, Hee-Chan
    • Journal of Educational Research in Mathematics
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    • v.21 no.4
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    • pp.379-398
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    • 2011
  • In learning environment at mathematics education, prove and refute are essential abilities to demonstrate whether and why a statement is true or false. Learning proofs and counter examples within the domain of limit of sequence is important because preservice teacher encounter limit of sequence in many mathematics courses. Recently, a number of studies have showed evidence that pre service and students have problem with mathematical proofs but many research studies have focused on abilities to produce proofs and counter examples in domain of limit of sequence. The aim of this study is to contribute to research on preservice teachers' productions of proofs and counter examples, as participants showed difficulty in writing these proposition. More importantly, the analysis provides insight and understanding into the design of curriculum and instruction that may improve preservice teachers' learning in mathematics courses.

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An Analysis on Understanding of Gifted Students in Elementary Mathematics about Situations and Concepts of Multiplication (초등수학영재의 곱셈 상황에 따른 개념 이해 분석)

  • Kim, Young A;Kim, Sung Joon
    • Journal of Elementary Mathematics Education in Korea
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    • v.20 no.2
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    • pp.283-309
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    • 2016
  • The purpose of this study is to investigate gifted students in elementary mathematics how they understand of situations involving multiplication and concepts of multiplication. For this purpose, first, this study analyzed the teacher's guidebooks about introducing the concept of multiplication in elementary school. Second, we analyzed multiplication problems that gifted students posed. Third, we interviewed gifted students to research how they understand the concepts of multiplication. The result of this study can be summarized as follows: First, the concept of multiplication was introduced by repeated addition and times idea in elementary school. Since the 2007 revised curriculum, it was introduced based on times idea. Second, gifted students mainly posed situations of repeated addition. Also many gifted students understand the multiplication as only repeated addition and have poor understanding about times idea and pairs set.