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多邊形鏡射性質之探討 (題目)

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多邊形鏡射性質之探討 (題目)

林毓暄 (姓名)

台北市立建國高級中學 (學校)

Abstract

(英英英文文文摘摘摘要要要) Given an N -polygon and a point P , using thisN -polygon's each side as the axis of symmetry with the pointP being mirrored we get the new N points.

These new N points form a new N -polygon and we call this action the mirror trans- formation.

In this project we discuss iterations of the mirror transformation, in particular the relationship between the newN -polygon and the original given one. I found that the N -thN -polygon and the original one is similar to each other with a xed ratio.

(中中中文文文摘摘摘要要要)摘摘摘要要要:給定一個 N 邊形和任意一點 P ,以此 N 邊形各邊所在的直線分別為 對稱軸,將 P 點作鏡射後,可以得到新的 N 個點,這新的 N 個點可以構成一個新的 N 邊形,這個動作我們稱為“鏡射變換 ".

本研究主要是探討作了 N 次鏡射變換後所形成的新 N 邊形和原先給定的 N 邊形 之間的關係,我們發現當重複此動作 N 次後,得到的第 N 個 N 邊形會和原先給定的 N 邊形相似,而且比值為定值.

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3 結 結 結論 論 論 (Summary and Conclusions)

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參 參 參考 考 考文 文 文獻 獻 獻 (References)

[1] 林耿任 (民 96),《三角形的鏡射變換》,第六屆旺宏科學獎,未出版,台北市.

[2] 蕭振綱 (民 94),《幾何變換》,上海市:華東師範大學出版社.

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