File:NLC416-08jh002197-5670 斯米司蓋爾漢譯解析幾何學.pdf

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斯米司蓋爾漢譯解析幾何學   (Wikidata search (Cirrus search) Wikidata query (SPARQL)  Create new Wikidata item based on this file)
Author
黃頌堯...等譯
image of artwork listed in title parameter on this page
Title
斯米司蓋爾漢譯解析幾何學
Publisher
北平科學社[發行] (北平)
Description

目錄
第一章 代數及三角之複習
1 數
2 常數
3 二次式.模範式
4 特別二次式
5 二次式之兩根有特別之關係時之情形
6 變數
7 二次式符號之變更
8 無限根
9 多變數之方程式
10 直角三角形內一角之諸函數
11 任意角
12 三角法內緊要之公式及定理
13 三角函數值之簡表
14 符號之定則
15 希臘字母
第二章 卞的遜坐標
16 方向直線
17 卡的遜坐標
18 矩形坐標
19 角
20 正交投影
21 長
22 傾角及斜度
23 分點
24 面積
25 第二投影定理
第三章 曲線及方程式
26 點之軌跡之能適合一要件者
27 能適一要件諸點之軌跡方程式
28 第一基本問題
29 直線及圓之普通方程式
30 方程式之軌跡
31 第二基本問題
32 比較原理
33 第三基本問題
34 對稱
35 較深之討論
36 討論方程之方法
37 交點
38 超越曲線
39 普通圖示法
第四章 直線及普通一次方程式
40 總綱
41 直線方程式之方次
42
43 合解兩個一次方程之幾何解釋
44 兩要件可定一直線
45 以斜度及直線上任意一點之坐標表直線之方程式
46 以截線表直線之方程式
47 通過已知兩點之直線之方程式
48 以法線表直線之方程式
49 由直線至一點之距離
50 一直線與第二直線之交角
51 直線系
52 與一已知直線平行之直線系
53 與一已知直線垂直之直線系
54 通過已知兩直線之交點之直線系
55 直線之補徑式
第五章
56 圓之普通方程式
57 三要件可定一圓
58 圓系
59 切線之長
第六章 極坐標
60 極坐標
61 方程式之軌跡
62 改矩形坐標為極坐標
63 應用
64 軌跡之方程式
第七章 坐標之移轉
65 總綱
66 移軸
67 轉軸
68 坐標之普通移轉
69 軌跡之分類
70 移轉坐標軸化簡方程式
71 移轉軸之應用於一次或二次方程式
第八章 圓錐曲線及二次方程式
72 極坐標方程式
73 由極坐標改為矩形坐標
74 矩形坐標方程式之討論及化簡法
75 矩形坐標方程式之討論及化簡法
76 共軛雙曲線及漸近線
77 以漸近線為軸之等邊雙曲線
78 有心圓錐曲線之焦點
79 圓錐曲線之機械作法
80 二次方程之軌跡之形狀
81 二次方程軌跡之作法
82 圓錐曲線系

Language Chinese
Publication date 民國24[1935]
Source
institution QS:P195,Q732353
(民國時期文獻 民國圖書)
主題
InfoField
解析幾何
中圖分類
InfoField
G634.65
拼音題名
InfoField
si mi si gai er han yi jie xi ji he xue
載體形態
InfoField
206頁

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