File:NDL960384 新撰解析幾何学教科書 平面之部 part1.pdf

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Original file(6,350 × 4,456 pixels, file size: 58.55 MB, MIME type: application/pdf, 100 pages)

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Summary

[edit]
新撰解析幾何学教科書   (Wikidata search (Cirrus search) Wikidata query (SPARQL)  Create new Wikidata item based on this file)
Author

中川, 銓吉, 1876-1942

竹内, 端三, 1887-1945
image of artwork listed in title parameter on this page
Title
新撰解析幾何学教科書
Volume 平面之部
Publisher
富山房
Language jpn
Publication date

1920

大正9
Place of publication JP
Source

doi:10.11501/960384

institution QS:P195,Q477675
Creator
InfoField
中川銓吉, 竹内端三 共著
Publication Place
InfoField
東京
Subject: NDC
InfoField
417
Extent
InfoField
2冊 ; 22cm
Material Type
InfoField
Book
Source Identifier: JPNO
InfoField
43028117
Date Digitized: W3CDTF
InfoField
2008-03-31
Audience
InfoField
一般
Title Transcription
InfoField
シンセン カイセキ キカガク キョウカショ
Volume Transcription
InfoField
ヘイメン
Publisher Transcription
InfoField
フザンボウ
Source Identifier: NDLBibID
InfoField
000000575541
Call Number
InfoField
381-87
Creator Transcription: NDLNA
InfoField
ナカガワ, センキチ タケノウチ, タンゾウ
Creator: NDLNAId
InfoField
00051054 00080338
Type: summaryPartition
InfoField
1
Contents
InfoField
標題

目次

第一章 一直線上ニ於ケル点ノ座標

1 線分,半直線/1

2 一直線上ニ於ケル点ノ位置/1

3 ニ点間ノ距離/3

4 ニ点間ヲ与ヘラレタル比ニ分ツ点/4

第ニ章 平面上ニ於ケル点ノ座標

5 平行座標/7

6 ニ点間ノ距離/9

7 ニ点間ヲ与ヘラレタル比ニ分ツ点/11

8 極座標/12

9 直角座標ト極座標トノ関係/14

10 ニ点間ノ距離/15

11 方程式ノ軌跡/16

第三章 座標ノ変換

12 座標ノ変換/22

13 平行移動/22

14 直交軸ノ回転/24

15 一般ノ変換/26

第四章 直線

16 一次方程式ノ軌跡/33

17 直線ノ方程式/38

18 ニ直線ノナス角/47

19 ニ直線ノ交点/52

20 共線ナル点,共点ナル線/56

21 一点ヨリ一直線ニ至ル距離/61

22 三角形ノ面積/67

23 二次方程式ガ二ツノ直線ヲ表ス条件/71

24 直線ノ極方程式/81

25 軌跡問題/82

第五章 円

26 円ノ方程式/93

27 切線/96

28 法線/99

29 円ト直線トノ交点/100

30 直線ガ円ニ切スル条件/105

31 一点ヨリ引ケル切線/108

32 極及ビ極線/113

33 極及ビ極線ノ位置/117

34 極及ビ極線ノ相反性/119

35 三点ヲ過ル円/123

36 二点ヲ過ル円/126

37 根軸/128

38 媒介変数/131

39 円の極方程式/134

第六章 二次曲線ノ分類

40 二次曲線ノ中心/143

41 有心二次曲線/147

42 無心二次曲線/159

43 円錐曲線/167

44 焦点及ビ準線/171

第七章 楕円及ビ双曲線

45 楕円ノ形状/178

46 双曲線ノ形状/181

Licensing

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Public domain
According to Japanese Copyright Law (June 1, 2018 grant) the copyright on this work has expired and is as such public domain. According to articles 51, 52, 53 and 57 of the copyright laws of Japan, under the jurisdiction of the Government of Japan works enter the public domain 50 years after the death of the creator (there being multiple creators, the creator who dies last) or 50 years after publication for anonymous or pseudonymous authors or for works whose copyright holder is an organization.

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