• Title/Summary/Keyword: 학업자신감

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The Effect of Grouping by Students' Agreeableness in Cooperative Learning (협동학습에서 학생의 유화성에 따른 집단 구성의 효과)

  • Han, Jae-Young;Han, Su-Jin;Noh, Tae-Hee
    • Journal of The Korean Association For Science Education
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    • v.22 no.4
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    • pp.717-724
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    • 2002
  • In this study. the effects of grouping by students' agreeableness in cooperative learning strategy applied to middle school science classes on their achievement. confidence, satisfaction, attitude toward science class, and cohesion of group members were investigated. One hundred and fifty-eight students were assigned to control group, homogeneous group and heterogeneous group, and taught about separation of mixture for 7 class hours. The results revealed that there was no significant difference in the achievement test scores. However, significant interaction between the instruction and the level of agreeableness were found in the satisfaction and the cohesion of group members. Students of higher agreeableness level in the homogeneous group were more satisfied with science class and cohesive. Students' attitude toward science class in the homogeneous group was also significantly higher than those in the other groups.

A study on the Experience of Nursing Department Mature-age students Major Course (간호학과 만학도의 전공 과정 경험 연구)

  • Kim, Mi–Hwa;CHO, Eun Ha
    • The Journal of the Convergence on Culture Technology
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    • v.8 no.4
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    • pp.19-26
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    • 2022
  • The purpose is a qualitative study that explores the essential meaning of problems in the academic performance process with respect to college life targeting Nursing students in Mature-age students. The participants of this study were 15 students who were 4th graders from a university in K city, Gyeongsangbuk-do, and who had passion for learning and had an awareness of it. As for the data collection, the experiences related to the life of Mature-age students were written through interviews and self-reports within 48 hours of asking questions as a student. The collected data were analyzed using Krippendorff's phenomenological method. As a result of analyzing the experiences of Nursing students in Mature-age students, 34 meaningful statements in 4 categories and 14 topics were derived. The four categories were derived as 'endless hardship', 'the reason for being with them even at the end of the school year', 'the confidence to find slowly', and 'learning life in the academic process'. As a result of this study, it is expected that Adult Learners nursing students will be used as basic data for a program useful for stable and smooth college adaptation and nurturing healthy nursing professions in the future.

Analysis of Learning Effects MRI Education Content based on Virtual Reality (가상현실 기반 MRI 교육 콘텐츠 학습효과 분석)

  • Jung-Hun Lee;Jae-Goo Shim
    • Journal of the Korean Society of Radiology
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    • v.17 no.5
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    • pp.775-782
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    • 2023
  • In order to overcome practical limitations in installing, managing and operating MRI machines with expensive equipment, this study developed and utilized virtual reality (VR) experience education by combining virtual reality (VR) with magnetic resonance imaging devices. The Students who experienced virtual reality-based educational systems were surveyed to identify possible side effects during the experience and self-directed learning ability and academic self-efficacy surveys were conducted to analyze the impact of virtual reality-based practice on learning. In the analysis of the self-directed learning ability survey there was no difference in the average between the student group who experienced education and the student group who did not but there was a significant difference in the average for each group. Virtual Reality-based practical education is expected to provide an efficient practice system by providing new learning methods and opportunities for education that can be repeated anytime, anywhere regardless of time and space.

Association between Critical Thinking Disposition and Grade Point Average Score in Dental Hygiene Students (치위생(학)과 학생의 학업성적에 따른 비판적 사고 성향)

  • Hwang, Hye-Rim;Kim, Eung-Kwon;Cho, Young-Sik
    • Journal of dental hygiene science
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    • v.12 no.1
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    • pp.7-13
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    • 2012
  • Critical thinking is a essential competency for dental hygiene education and practice. The purpose of this study was to examine critical thinking disposition between groups classified by GPA score in two dental hygiene educational program. A total 252 dental hygiene students responded. The study extracted six dimensions(intellectual eagerness/curiosity, prudence, healthy skepticism, intellectual integrity, objectivity, self-confidence) derived from 27 items with the exception of systematicity using factor analysis. The mean score for critical thinking disposition was 3.47 on a 5 point scale. The result showed a statistically significant correlation critical thinking disposition and age. Multivariate analysis of covariance(MANCOVA) was used to compare six subscales between the three groups. MANCOVA results revealed that intellectual eagerness/curiosity for three groups were significantly different(Wilks's lamda=0.914, F(6, 24)=1.869), p=0.01, partial eta square=0.044). Multiple comparison for intellectual eagerness/curiosity by Scheffe's method showed differences between high score group and mid score group(p=0.027), high score group and low score group(p=0.002). In this study, academic achievement and critical thinking tends to show significant correlations is known. Critical thinking skills by examining the actual grade compares the difference in propensity scores according to a case study in intellectual curiosity, passion, and could tell the difference to appear.

Effects of Self-Directed and Unself-Directed Prior Learning on Student Attitude Towards Science Class (자기 및 타의주도적 선행학습이 과학 학습 태도에 미치는 효과)

  • Choi, Jeong-Seon;Park, Jong-Keun;Koo, In-Sun
    • Journal of The Korean Association For Science Education
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    • v.27 no.9
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    • pp.765-777
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    • 2007
  • Investigations into how the status of prior learning on the textbook of science were conducted, and the effects of prior learning on students' attitudes towards science class were carried out. The investigations for the status of prior learning were performed with a number of students who experienced prior learning, (self-directed and unself-directed prior learning), a selfless intention as the starting motive for prior learning, the problem solving strategies used by students in prior learning, and the important factor that influenced prior learning. The effects of prior learning on student attitude towards science class were also examined with respect to four categories, including confidence, interest, learning intention, and value (effect). The effects of prior learning on the four categories were analyzed on the basis of the students' level of scientific achievement, the types of prior learning, the starting motive for prior learning, and the extent of the students' understanding of the content on prior learning. The analytical results for the effects of prior learning on students' attitudes towards science class showed that the mean values of confidence, learning intention, and value among the students in the self-directed prior learning group were higher than those of the students in the unself-directed prior learning group. These findings are the result of positive recognition, such as the possibility that the students experienced with self-directed prior learning can do, the induction of an inherent motive based on their level of achievement in science class, and the operant learning of strategies for solving problems in science class. Meanwhile, by the effects of having a teacher lead the science class and the consensus formed between friends, the mean level of interest was higher in the unself-directed prior learning than in the self-directed prior learning.

Design of a Mobile Anchor Program based on M-ARCS Model for Learning Disorder Students' Concentration (학습 장애학생의 주의집중을 위한 M-ARCS모형 기반 모바일 앵커 프로그램 설계)

  • Kim, Chul-Ho;Jun, Woo-Chun
    • 한국정보교육학회:학술대회논문집
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    • 2010.01a
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    • pp.57-63
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    • 2010
  • 학생들의 기초 기본학습 능력의 신장이 강조되고 있는 교육상황에 비추어 볼 때 지금까지 간과되어 왔던 학습장애에 대한 재인식과 학습 장애학생들을 위한 대책이 필요하다. 본 논문에서는 그 대책으로 기존의 keller의 동기유발학습이론인 ARCS모델을 변형하여 정착수업이론의 앵커라는 자발적 인지학습을 위한 매개체를 도입하여 변형된 M-ARCS이론을 토대로 학습 장애학생들의 동기유발 및 학습에 대한 긍정적인 인식을 향상시키는 것을 목적으로 한다. 본 모바일 앵커 프로그램의 특징은 다음과 같다. 첫째, ARCS이론에서 강조하던 학생들의 주의집중, 관련성, 성취감, 자신감이라는 항목을 통해 학습 장애 학생들에게 기존의 교육방법과 다른 동기유발을 통한 성공이라는 경험을 준다. 둘째, 정착수업모델의 앵커를 적용하여 학생들이 실제생활과 관련된 지식들을 배우고, 적용하도록 함으로써 보다 유의미한 지식을 생성하고 활용할 수 있도록 한다. 셋째, 기존의 앵커형태와 다른 모바일 앵커를 적용함으로써 실제 활동하며 문제를 해결해 나가는 과정을 도입하여 학습 장애 학생들에게 주의집중 및 동기유발을 할 수 있는 새로운 형태의 교육방법을 제시한다. 이러한 활동을 통해 최종적으로 학습 장애 학생들의 학업능력 향상을 도모한다.

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Effective Use of Teaching Aids According to Achievement Level of Mathematics in Elementary School (초등학교 수학과 성취기준에 따른 수업용 교구의 효과적인 활용 방안)

  • Ahn, Byoung Gon
    • Education of Primary School Mathematics
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    • v.21 no.1
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    • pp.39-53
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    • 2018
  • Most of the studies of mathematics so far have found positive changes in the effectiveness of the academic achievements of academic achievement, as well as positive changes in the effectiveness of academic achievement or attitudes or attitudes towards mathematics. The purpose of this study was to investigate the achievement criteria for the use of the teaching aids and to present the teaching aids and the methods for teaching the learning contents appropriate to the achievement standards. Specifically, it finds the achievement standard suitable for the learning contents instruction course of the textbooks of the elementary school 1st and 2nd graders, finds the available diocese in the standard diocese for the math class, and investigates the diocese in use in the present textbook.

A Study on the Effectiveness of Mathematics-Learning Theory (수학학습 이론의 효과 고찰)

  • Park, Mi-Hyang;Park, Sung-Taek
    • Journal of Elementary Mathematics Education in Korea
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    • v.10 no.2
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    • pp.151-169
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    • 2006
  • This study is to adjust the Theory in the Mathematics Education, apply it to learning mathematics and to analyse its effectiveness. The results of the study are summarized as follows. First, because learning mathematics is hierarchical, teachers must make and use a task analysis table classified by units. Second, development age and the retention of mathematics concepts are intimately associated with cognitive development theory. Third, learning mathematics through cognitive processes enhances a student's scholastic achievement. Fourth, students interests and self-confidence can be enhanced through the presentation of both examples and non-examples. We cannot understand the higher-order concepts of mathematics by only its definitions. The only way of understanding such concepts is to have experience through suitable examples.

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A Study of Teaching Math Underachievers Using Flipped Classroom (거꾸로 교실을 활용한 수학학습부진아의 학습지도에 관한 연구)

  • Kim, Hwan-Cheol;Kang, Soon-Ja
    • Journal of the Korean School Mathematics Society
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    • v.20 no.4
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    • pp.521-536
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    • 2017
  • One of difficulties with which teachers meet is to have underachievers with no willingness and motivation for study involved in class. Mathematics underachiever are average or above average in their intelligence but their actual achievement in mathematics did not coincide to their intellectual capabilities. The teaching strategy for them is to motivate them to try to study mathematics and to experience the improvement in their mathematics grade. In this paper, we choose flipped classroom as the strategy of teaching basic mathematics to math underachievers and applied it to them. Then we wanted to make sure the possibility for applying flipped classroom to teaching math underachievers through the analysis of change in the scholastic achievement of students in mathematics and mathematical disposition. The results of this study are as followings; First, when we taught basic math to underachievers using a flipped classroom, we confirm that math underachievers with active participation improved scholastic achievements significantly. Second, the flipped classroom was led to positive effects in an affective domain. In particular, it showed the most noticeable change in the area of willingness to math problem-solving and perception about the value of mathematics.

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The Effects of Mathematical Communication-Centered Teaching Using Peer Feedback on Mathematics Learning (동료 피드백을 활용한 수학적 의사소통이 수학 학습에 미치는 효과)

  • Oh, Young-Youl;Oh, Tae-Wook
    • Communications of Mathematical Education
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    • v.23 no.2
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    • pp.327-347
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    • 2009
  • The purpose of the present study is to investigate the effects of mathematical communication-centered teaching using peer feedbacks on students' mathematics achievement and mathematical dispositions toward mathematics, and then this study examined the characteristics of feedbacks used by students. To do this study, two sixth grade classes selected from an elementary school in Seoul participated in the current study; one class for a treatment group applying mathematical communication-centered teaching using peer feedback, and the other for a comparison group applying traditional teaching using teacher-centered communication. The results of this study showed the fact that a treatment group of mathematical communication-centered teaching applying peer feedback scored statistically higher than a comparison group applying teacher-centered communication with respect to both students' mathematical achievement and disposition. Especially, this communication-centered teaching program focused on peer feedback was more effective to middle or lower level students than higher level students. In addition, mathematical communication-centered teaching applying peer feedbacks helps students reflect their own thinking process about problem solving, and students experienced the improvement of their confidence about mathematics from opportunities to provide peers with feedbacks. Finally, the present study suggests the important role of communication in mathematics learning, particularly student-to-student feedbacks rather than teacher-to-students feedbacks. That is to say, students need to have many opportunities to represent their own mathematical thinking processes using mathematical language.

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