tkz-euclid e 1.16 c AlterMundus

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23.8 Example 1 from John Kitzmiller 150 23.8 Example 1 from John Kitzmiller This figure is the last of beamer document. You can find the document on my site Prove △LKJ is equilateral C J L K A B \begin{tikzpicture}[scale=1.5] \tkzDefPoint[label=below left:A](0,0){A} \tkzDefPoint[label=below right:B](6,0){B} \tkzDefTriangle[equilateral](A,B) \tkzGetPoint{C} \tkzMarkSegments[mark=|](A,B A,C B,C) \tkzDefBarycentricPoint(A=1,B=2) \tkzGetPoint{C’} \tkzDefBarycentricPoint(A=2,C=1) \tkzGetPoint{B’} \tkzDefBarycentricPoint(C=2,B=1) \tkzGetPoint{A’} \tkzInterLL(A,A’)(C,C’) \tkzGetPoint{J} \tkzInterLL(C,C’)(B,B’) \tkzGetPoint{K} \tkzInterLL(B,B’)(A,A’) \tkzGetPoint{L} \tkzLabelPoint[above](C){C} \tkzDrawPolygon(A,B,C) \tkzDrawSegments(A,J B,L C,K) \tkzMarkAngles[fill= orange,size=1cm,opacity=.3](J,A,C K,C,B L,B,A) \tkzLabelPoint[right](J){J} \tkzLabelPoint[below](K){K} \tkzLabelPoint[above left](L){L} \tkzMarkAngles[fill=orange, opacity=.3,thick,size=1,](A,C,J C,B,K B,A,L) \tkzMarkAngles[fill=green, size=1, opacity=.5](A,C,J C,B,K B,A,L) \tkzFillPolygon[color=yellow, opacity=.2](J,A,C) \tkzFillPolygon[color=yellow, opacity=.2](K,B,C) \tkzFillPolygon[color=yellow, opacity=.2](L,A,B) \tkzDrawSegments[line width=3pt,color=cyan,opacity=0.4](A,J C,K B,L) \tkzDrawSegments[line width=3pt,color=red,opacity=0.4](A,L B,K C,J) \tkzMarkSegments[mark=o](J,K K,L L,J) \end{tikzpicture} tkz-euclide AlterMundus
23.9 Example 2 from John Kitzmiller 151 23.9 Example 2 from John Kitzmiller Prove AC CE = BD DF Another interesting example from John, you can see how to use some extra options like decoration and postaction from TikZ with tkz-euclide. A B C G D E F \begin{tikzpicture}[scale=1.5,decoration={markings, mark=at position 3cm with {\arrow[scale=2]{>}};}] \tkzInit[xmin=-0.25,xmax=6.25, ymin=-0.5,ymax=4] \tkzClip \tkzDefPoints{0/0/E, 6/0/F, 0/1.8/P, 6/1.8/Q, 0/3/R, 6/3/S} \tkzDrawLines[postaction={decorate}](E,F P,Q R,S) \tkzDefPoints{3.5/3/A, 5/3/B} \tkzDrawSegments(E,A F,B) \tkzInterLL(E,A)(P,Q) \tkzGetPoint{C} \tkzInterLL(B,F)(P,Q) \tkzGetPoint{D} \tkzLabelPoints[above right](A,B) \tkzLabelPoints[below](E,F) \tkzLabelPoints[above left](C) \tkzDrawSegments[style=dashed](A,F) \tkzInterLL(A,F)(P,Q) \tkzGetPoint{G} \tkzLabelPoints[above right](D,G) \tkzDrawSegments[color=teal, line width=3pt, opacity=0.4](A,C A,G) \tkzDrawSegments[color=magenta, line width=3pt, opacity=0.4](C,E G,F) \tkzDrawSegments[color=teal, line width=3pt, opacity=0.4](B,D) \tkzDrawSegments[color=magenta, line width=3pt, opacity=0.4](D,F) \end{tikzpicture} tkz-euclide AlterMundus
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tkz-euclide 1.16 c AlterMundus Alte
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Table des matières 3 Table des mat
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Table des matières 5 10.3.3 Constr
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Table des matières 7 16 Utilisatio
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1 Installation 9 SECTION 1 Installa
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1.3 Chargement des fichiers avec us
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3 Syntaxe 13 SECTION 3 Syntaxe Quel
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4 Exemple minimal, mais complet 15
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5 Résumé de tkz-base 17 SECTION 5
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5.6 \tkzGrid et les couleurs 19 y 3
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6.1 Définition d’un point en coo
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6.3 Point relativement à un autre
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6.5 Tracer des points \tkzDrawPoint
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6.6 Ajouter des labels aux points \
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7 Points particuliers 29 SECTION 7
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7.3 \tkzCentroid 31 7.3 \tkzCentroi
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8 Définition aléatoire de points
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8.5 Milieu d’un segment au compas
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9.1 La réflexion ou symétrie orth
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9.3 La projection 39 9.3 La project
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9.5 La rotation 41 9.5 La rotation
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9.7 L’inversion par rapport à un
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9.8 Exemple de translation 45 Il ex
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9.10 Flower of Life 47 9.10 Flower
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9.12 Constructions de certaines tra
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9.12 Constructions de certaines tra
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10.2 Intersection d’une droite et
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10.3 Intersection de deux cercles 6
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11.2 Tracer une droite 67 11.1.2 Ex
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11.2 Tracer une droite 69 Il est po
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11.2 Tracer une droite 71 11.2.4 Un
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11.5 Montrer les constructions de c
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12 Les segments 75 SECTION 12 Les s
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12.4 Marquer des segments \tkzMarkS
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12.5 Exemple de rotation 79 \tkzLab
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13 Définition de points à l’aid
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13.1 \tkzDefPointWith 83 C A B \beg
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14.1 Définition des triangles 85 1
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14.3 Les médianes 87 14.3 Les méd
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14.7 Définir les points d’un car
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14.8 Tracé un carré 91 14.8 Trac
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14.11 Clipper un polygone 93 \begin
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14.12 Colorier un polygone 95 14.12
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15.1 Caractéristiques d’un cercl
Page 99 and 100: 15.1 Caractéristiques d’un cercl
Page 101 and 102: 15.1 Caractéristiques d’un cercl
Page 103 and 104: 15.2 Tracer un cercle 103 15.2 Trac
Page 105 and 106: 15.2 Tracer un cercle 105 15.2.3 Ca
Page 107 and 108: 15.3 Colorier un disque 107 15.3 Co
Page 109 and 110: 15.4 Clipper un disque 109 15.4.3 E
Page 111 and 112: 15.6 Tangente à un cercle 111 15.6
Page 113 and 114: 16 Utilisation du compas 113 SECTIO
Page 115 and 116: 16.3 Macro de configuration \tkzSet
Page 117 and 118: 17.2 \tkzDrawSector et rotate 117 1
Page 119 and 120: 17.6 \tkzFillSector et rotate 119 \
Page 121 and 122: 18.2 \tkzDrawArc et towards 121 18.
Page 123 and 124: 180 190 270 280 19 Rapporteurs 123
Page 125 and 126: 19.3 Le rapporteur original semi-ci
Page 127 and 128: 19.5 Le rapporteur semi-circulaire
Page 129 and 130: 20 Quelques outils 129 SECTION 20 Q
Page 131 and 132: 20.3 Angle formé par une droite av
Page 133 and 134: 20.6 Angle formé par trois points
Page 135 and 136: 20.9 Transformation de pt en cm ou
Page 137 and 138: 21.3 \tkzSetUpCompass 137 21.3 \tkz
Page 139 and 140: 22.1 Triangles isocèles semblables
Page 141 and 142: 22.2 Hauteurs d’un triangle 141 2
Page 143 and 144: 23 Gallery : Some examples 143 SECT
Page 145 and 146: 23.3 How to construct the tangent l
Page 147 and 148: 23.5 About right triangle 147 23.5
Page 149: 23.7 Example from Dimitris Kapeta 1
Page 153 and 154: 23.11 Example 4 from John Kitzmille
Page 155 and 156: 24.1 Erreurs les plus fréquentes 1
Page 157 and 158: Index 157 \tkzActivOff . . . . . .
Page 159 and 160: Index 159 rotation . . . . . . . .
Page 161 and 162: Index 161 \tkzDrawLines[〈local op
Page 163 and 164: Index 163 \tkzGetPoint(A) . . . . .
Page 165 and 166: Index 165 \tkzpttocm . . . . . . .
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tkz-euclid e 1.16 c AlterMundus

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