• Title/Summary/Keyword: 지도서

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A Study on the Relationship between Servant Leadership and Co-worker Trust, Cooperation in the Foodservice Industry (외식업체 조리사들의 서번트 리더십과 동료신뢰 및 협력간의 관계)

  • Goo, Jung Dae
    • Journal of Agricultural Extension & Community Development
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    • v.21 no.2
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    • pp.57-80
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    • 2014
  • The fact that cooperation is an essential factor for foodservice industry success has been discovered by many business leaders. Success in entrepreneurial businesses depends upon cooperation. However, there has been a lack of studies done about cooperation in the service industry, particularly levels of cooperation among foodservice employees in an organization. This study is designed to understand the antecedents, servant leadership and trust in co-workers that have a resulting influence on cooperation among foodservice employees. To achieve the study objective, 191 valid questionnaires were statistically analyzed, using frequency analysis, factor, reliability analysis and multiple regression analysis. The following is a summary of my verified analysis. First, servant leadership have a positive influence on trust in co-workers. Second, trust in co-workers has a positive influence on cooperation among foodservice employees positively.

Problems and Improvements of Teaching the concept of Pyramid in Elementary Mathematics Textbook (초등학교 수학교과서 '각뿔' 지도 방식에 대한 분석과 개선 방안)

  • Lee, Dong Hwan
    • School Mathematics
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    • v.15 no.1
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    • pp.1-14
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    • 2013
  • The purpose of this study is to examine the way of teaching the concept of pyramid in the elementary mathematics textbook and try to improve the problem. Although textbook present the general definition of pyramid as including regular pyramid, right pyramid, oblique pyramid, the textbook intentionally deal with right pyramid or regular pyramid. This intention reflect the intuition or familiarity of students. But, according to the analysis, this intention do not realized. The example of pyramid presented in the textbook do not coincide with mathematical definition and intuition of students. If we intend to deal with right pyramid in the textbook, we should treat of regular pyramid and right pyramid whose base is a rectangular in the textbook.

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A Study on the Analysis of Inquiry Activities of Elementary Mathematics Textbook and the Development of Reorganization Materials (초등수학 교과서 탐구활동 분석 및 재구성 연구)

  • Kim, Yu Kyeong;Kim, Pan Soo
    • Journal of Elementary Mathematics Education in Korea
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    • v.16 no.3
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    • pp.471-489
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    • 2012
  • 2007 Curriculum Revision adopted new Inquiry Activities in mathematical textbooks. So it is critical to analyze the problems of actual application of Inquiry activities in the classrooms. For this purpose, we analyzed the Inquiry activities of Measurement Area of the textbooks and find the appropriate solutions. Secondly, we develop the reorganization materials to fix and solve the existing problems found in the previous problem analysis, and apply the development materials and examine the effects afterwards. The results of the survey indicated that most of teachers are well aware of the importance of Inquiry Activities. However, many teachers answered that Inquiry activities does contain neither diverse strategic approaches nor solutions accommodating with various learning levels of students. The most difficult points to educate Inquiry Activities are that it is difficult to teach students based on individual learning level and that activities consist of mainly short answers that makes it difficult to do in-depth Inquiry Activities. Analyzing Inquiry Activities in the textbook shows that Inquiry Activities in some chapters were constructed as simple sentence questions or presented with the solving process in the questions themselves. The following application classes were implemented by partially taking advantage of the newly developed reorganization materials. Then, the effects were measured by before and after questionnaires, the survey to teachers, and the results of activities. The reorganization materials were effective at arousing the curiosity from students as well as enabling the natural ability-level driven classes.

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Review of the Unit on the Mixed Calculations in the 4th Grade (초등학교 4학년 혼합계산 지도에 대한 고찰)

  • Ko, Jung Hwa
    • Journal of Educational Research in Mathematics
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    • v.22 no.4
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    • pp.477-494
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    • 2012
  • This study is to review the content organization and developmental ways of the unit on the mixed calculations and explore the alternatives on the basis of students' responsive examples and error patterns with relation to the mixed calculations, mnemonics of PEMDAS and historical context with relation to the order of operations. Then I analyzed the textbook and manual for teachers of the unit of mixed calculations of fourth grade and improvement about teaching the mixed calculations. First, I pointed out illogical connection between practical problem and rules of order of operations. Second, I suggested constructing a textbook by considering conventional character of order of operations. Third, I pointed out the importance of structural understanding of an expression of mixed calculations and various strategies with relation to teaching and learning. This study is suggestive for textbook development of the mixed calculations.

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Problems and Alternatives on Teaching for Repeating Decimal (순환소수 지도에서의 문제점과 해결방안)

  • Lee, Kang-Sup;Uhm, Gyu-Yeon
    • School Mathematics
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    • v.9 no.1
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    • pp.1-12
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    • 2007
  • The purpose of this study is searching for the problems and alternatives on teaching for repeating decimal. To accomplish the purpose, we have analyzed the fifth, sixth, and seventh Korean national curriculums, textbooks and examinations for the eighth grade about repeating decimal. W also have analyzed textbooks from USA to find for alternatives. As the results, we found followings. First, the national curriculums blocked us verifying the relation between rational number and repeating decimal. Second, definitions of terminating decimal, infinite decimal, and repeating decimal are slightly different in every textbooks. This leads seriously confusion for students examinations. The alternative on these problems is defining the terminating decimal as following; decimal which continually obtains only zeros in the quotient. That is, we have to avoid the representation of repeating decimal repeated nines under a declared system which apply an infinite decimal continually obtaining only zeros in the quotient. Then, we do not have any problems to verify the following statement. A number is a rational number if and only if it can be represented by a repeating decimal.

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An Comparative Analysis of Fraction Concept in Mathematics Textbooks of Korea and Singapore (싱가포르와 우리나라 교과서의 비교 분석을 통한 분수 개념 지도 방안 탐색)

  • Jeong, Eun-Sil
    • Journal of Educational Research in Mathematics
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    • v.19 no.1
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    • pp.25-43
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    • 2009
  • The fraction concept consists of various meanings and is one of the abstract and difficult in elementary school mathematics. This study intends to find out the implication for introducing the fraction concept by comparing mathematics textbooks of Korea and Singapore. Both countries' students peformed well in recent TIMMSs. Some implications are as follows; The term 'equal' is not defined and the results of various 'equal partitioning' activities can not easily examined in Korea's mathematics textbook. And contexts of introducing fractions as a quotient and a ratio are unnatural in Korea's mathematics textbook in comparison with Singapore's mathematics textbook. So these ideas should be reconsidered in order to seek the direction for improvement of it. And Korea's textbooks need the emphasis on the fraction as a measure and on constructing fraction concept by unit fraction.

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The analysis and algebraic consideration on the rationalizing denominators in school mathematics (학교수학에서 제시하는 분모의 유리화 분석 및 대수적 고찰)

  • Choi Jihoon;Kim Inkyung
    • The Mathematical Education
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    • v.62 no.1
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    • pp.23-34
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    • 2023
  • The rationalizing denominators presented in the mathematics textbooks is being used in various places of school mathematics curriculum. However, according to some previous research on the rationalizing denominators in school mathematics, it seems that there is no clear explanation as to why rationalizing denominators is necessary and why it should be used. In addition, a previous research insists that most students know how to rationalize denominators but do not understand why it is necessary and important. To confirm this, we examined the rationalizing denominators presented in the 2015 revised mathematics curriculum as school mathematics. Then we also examined the rationalizing denominators algebraically as academic mathematics. In detail, we conducted an analysis on the rationalizing denominators presented in randomly selected three mathematics textbooks and teacher guidebooks for middle school third grade. Then the algebraic meaning of the rationalizing denominators was examined from a proper algebraic structure analysis. Based on this, we present alternative definitions of the rationalizing denominators which is suitable for school mathematics and academic mathematics. Finally, we also present the mathematical contents (irrationals of the special form can be algebraically interpreted as numbers in the standard form) that teachers should know when they teach the rationalizing denominators in school mathematics.

On the Teaching of Mental Arithmetic in Primary Mathematics (초등학교에서의 암산 지도에 관한 논의)

  • 정영옥
    • School Mathematics
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    • v.5 no.2
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    • pp.167-189
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    • 2003
  • Mental arithmetic has recently gained a higher profile in primary school mathematics. The study aims to reflect didactical background of mental arithmetic in number and operations curriculum for primary school mathematics. In order to attain these purposes, the present paper describes the meaning of mathematical literacy and didactical background of mental arithmetic on which have been laid emphasis in relation to mathematical literacy in many countries. Also it shows current suggestions for mental arithmetic instruction in Everyday Mathematics Project in USA, Numeracy Number Project in Great Britain, TAL project based on Realistic Mathematics Education in the Netherlands, and mathe 2000 project in German in order to gain practical ideas for teaching mental arithmetic. Furthermore, it discusses mental strategies of students and didactical models for improving mental arithmetic instruction based on the results of many researches. Under these theoretical foundations, it is analyzed how mental arithmetic is developed in our number and operations curriculum, focused on mental strategies and didactical models. Finally, implications for improving our mental arithmetic instruction are discussed.

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Design of The Geographic Information Database Structure for Census Mapping (센서스 지도제작을 위한 지리정보데이타베이스 구조연구)

  • 김설희
    • Spatial Information Research
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    • v.1 no.1
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    • pp.17-28
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    • 1993
  • In order to minimize vectorizing tasks, which require huge reso¬urces and time and to support the census mapping effectively, the geographic information databases structure has been studied. The steps of the new approach are as follows. : Step 1, Scanning the maps of the whole country and storing the image data in raster format. Step 2, Vectorizing the data of specific items for Census operation such as Enume¬ration District, and then linking to attribute data in the text format. Step 3, Designing the database with a Tile and Multi-layer structure to make a continuous map logically. Step 4, Implement Censlls Mapping System(CMS) for efficient mapping and retrieving. As a consequence of this study, the cost, manpower and time effectiveness was proved and it was confirmed to produce lIseful and high-qual ified maps for the Census. In the future, this system wi II be able to provide many organizations and individuals with the various data based on geographical statistical information.

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Efficient Teaching Method for the Underachieving Students through Level Differentiated Classes (수학 기초학력 미달자의 수준별 수업에서 효율적인 지도 방법)

  • Shin, Joonkook;Yun, Sang-In;Kim, Yang-Hee
    • Communications of Mathematical Education
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    • v.28 no.1
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    • pp.81-96
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    • 2014
  • Now, most of programs developed were presented as form of item pool by dividing problems by section and level for the level differentiated course, so the utilization is decreasing at the field caused by unconsidered school underachievement elements by achievement. Especially, the study on teaching materials and effective measures map for mid-low level students with low utilization is more urgent. Therefore, in this study we will promote teaching method for improving learning achievement at high school. The development teaching materials(the performance evaluation and diagnostic assessment, reconstruction of textbooks) will be applied to classes for the underachieving students directly, and the achievement in the experimental class was significantly improved compared to the comparative class and the meaningful conclusions could be drawn as results of conducting same assessment based on the experimental class and the comparative class.