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정다각기둥에서의 표면거리에 관한 연구

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Author(s)
양지희
Issued Date
2007
Abstract
To solve the problem of the shortest distance between one vertex and another vertex of a rectangular parallelopiped, first draw the development figure. Next, think on a plane. Then use the Pythagoras theorem.
Expanding it, I evaluated the point that surface distance that is the farthest from the vertex of a base plane of regular prism using a theory that the equidistant line must meet at one point.
Alternative Title
A Study on the surface distanceof regular prism
Affiliation
조선대학교 대학원
Department
교육대학원 수학교육
Awarded Date
2007. 2
Table Of Contents
목차 = i
그림목차 = ii
ABSTRACT = iii
Ⅰ. 서론 = 1
Ⅱ. 기초지식 = 2
Ⅲ. 정삼각기둥, 정사각기둥에서의 표면거리 = 5
Ⅳ. 정육각기둥, 정팔각기둥에서의 표면거리 = 11
Ⅴ. 결론 = 35
참고 문헌 = 36
Degree
Master
Publisher
조선대학교
Citation
양지희. (2007). 정다각기둥에서의 표면거리에 관한 연구
Type
Dissertation
URI
https://oak.chosun.ac.kr/handle/2020.oak/4639
http://chosun.dcollection.net/common/orgView/200000231838
Appears in Collections:
Education > Theses(Master)(교육대학원)
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