Esha: Difference between revisions
Tag: Reverted |
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== Geogebra== | == Geogebra== | ||
<!DOCTYPE html> | |||
<html> | |||
<head> | |||
<meta name=viewport content="width=device-width,initial-scale=1"> | |||
<meta charset="utf-8"/> | |||
<script src="https://cdn.geogebra.org/apps/deployggb.js"></script> | |||
</head> | |||
<body> | |||
<div id="ggbApplet"></div> | |||
<script> | |||
var parameters = { | |||
"id": "ggbApplet", | |||
"width":1228, | |||
"height":600, | |||
"showMenuBar":true, | |||
"showAlgebraInput":false, | |||
"showToolBar":true, | |||
"customToolBar":"0 39 59 | 1 501 67 , 5 19 , 72 | 2 15 45 , 18 65 , 7 37 | 4 3 8 9 , 13 44 , 58 , 47 | 16 51 64 , 70 | 10 34 53 11 , 24 20 22 , 21 23 | 55 56 57 , 12 | 36 46 , 38 49 50 , 71 | 30 29 54 32 31 33 | 17 26 62 73 , 14 66 68 | 25 52 60 61 | 40 41 42 , 27 28 35 , 6", | |||
"showToolBarHelp":false, | |||
"showResetIcon":false, | |||
"enableLabelDrags":false, | |||
"enableShiftDragZoom":true, | |||
"enableRightClick":false, | |||
"errorDialogsActive":false, | |||
"useBrowserForJS":false, | |||
"allowStyleBar":false, | |||
"preventFocus":false, | |||
"showZoomButtons":true, | |||
"capturingThreshold":3, | |||
// add code here to run when the applet starts | |||
"appletOnLoad":function(api){ /* api.evalCommand('Segment((1,2),(3,4))');*/ }, | |||
"showFullscreenButton":true, | |||
"scale":1, | |||
"disableAutoScale":false, | |||
"allowUpscale":false, | |||
"clickToLoad":false, | |||
"appName":"classic", | |||
"buttonRounding":0.7, | |||
"buttonShadows":false, | |||
"language":"de", | |||
// use this instead of ggbBase64 to load a material from geogebra.org | |||
// "material_id":"RHYH3UQ8", | |||
// use this instead of ggbBase64 to load a .ggb file | |||
// "filename":"myfile.ggb", | |||
"ggbBase64":"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", | |||
}; | |||
// is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator DA=Data Analysis, FI=Function Inspector, macro=Macros | |||
var views = {'is3D': 0,'AV': 1,'SV': 0,'CV': 0,'EV2': 0,'CP': 0,'PC': 0,'DA': 0,'FI': 0,'macro': 0}; | |||
var applet = new GGBApplet(parameters, '5.0', views); | |||
window.onload = function() {applet.inject('ggbApplet')}; | |||
applet.setPreviewImage('data:image/gif;base64,R0lGODlhAQABAAAAADs=','https://www.geogebra.org/images/GeoGebra_loading.png','https://www.geogebra.org/images/applet_play.png'); | |||
</script> | |||
</body> | |||
</html> | |||
== Aktuell - besondere Ausdrücke für Briefe == | == Aktuell - besondere Ausdrücke für Briefe == |
Revision as of 10:49, 1 June 2023
Hallo Esha!
Für mich: Latex-Online:
Zur Steigung von Geraden, Übungsaufgabe in Geogebra
- Geogebra - Steigungen müssen als Übungsaufgabe abgelesen werden
- Verdeutlichung der Steigung als Quotient von y und x
- Übung, Steigung muss so angepasst werden, dass sie zu einer gegebenen Gleichung passt
- Ebenso eine Übung, vorgegebene Steigung muss im Graphen dargestellt werden
- Erweiterung zur Übung eine Zeile drüber, aus Gerade muss Steigung ermittelt werden
- Intuitive Darstellung der Steigung
Koordinatensystem skalieren
Geogebra
<!DOCTYPE html> <html> <head> <meta name=viewport content="width=device-width,initial-scale=1"> <meta charset="utf-8"/> <script src="https://cdn.geogebra.org/apps/deployggb.js"></script>
</head> <body>
<script> var parameters = { "id": "ggbApplet", "width":1228, "height":600, "showMenuBar":true, "showAlgebraInput":false, "showToolBar":true, "customToolBar":"0 39 59 | 1 501 67 , 5 19 , 72 | 2 15 45 , 18 65 , 7 37 | 4 3 8 9 , 13 44 , 58 , 47 | 16 51 64 , 70 | 10 34 53 11 , 24 20 22 , 21 23 | 55 56 57 , 12 | 36 46 , 38 49 50 , 71 | 30 29 54 32 31 33 | 17 26 62 73 , 14 66 68 | 25 52 60 61 | 40 41 42 , 27 28 35 , 6", "showToolBarHelp":false, "showResetIcon":false, "enableLabelDrags":false, "enableShiftDragZoom":true, "enableRightClick":false, "errorDialogsActive":false, "useBrowserForJS":false, "allowStyleBar":false, "preventFocus":false, "showZoomButtons":true, "capturingThreshold":3, // add code here to run when the applet starts "appletOnLoad":function(api){ /* api.evalCommand('Segment((1,2),(3,4))');*/ }, "showFullscreenButton":true, "scale":1, "disableAutoScale":false, "allowUpscale":false, "clickToLoad":false, "appName":"classic", "buttonRounding":0.7, "buttonShadows":false, "language":"de", // use this instead of ggbBase64 to load a material from geogebra.org // "material_id":"RHYH3UQ8", // use this instead of ggbBase64 to load a .ggb file // "filename":"myfile.ggb", "ggbBase64":"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", }; // is3D=is 3D applet using 3D view, AV=Algebra View, SV=Spreadsheet View, CV=CAS View, EV2=Graphics View 2, CP=Construction Protocol, PC=Probability Calculator DA=Data Analysis, FI=Function Inspector, macro=Macros var views = {'is3D': 0,'AV': 1,'SV': 0,'CV': 0,'EV2': 0,'CP': 0,'PC': 0,'DA': 0,'FI': 0,'macro': 0}; var applet = new GGBApplet(parameters, '5.0', views); window.onload = function() {applet.inject('ggbApplet')}; applet.setPreviewImage('data:image/gif;base64,R0lGODlhAQABAAAAADs=','https://www.geogebra.org/images/GeoGebra_loading.png','https://www.geogebra.org/images/applet_play.png'); </script> </body> </html>
Aktuell - besondere Ausdrücke für Briefe
- Herzlichen Glückwunsch, dass du deine Prüfung bestanden hast.
- Ich habe deine Adresse leider verloren, kannst du sie mir nochmal schicken?
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- Brauchst du meine Hilfe? Wenn ja, dann sag mir bitte bescheid.
- Danke für deine Einladung -- oder -- Ich danke dir für deine Einladung
1.1 Allgemeine Dinge: Grammatiken allgemein, Online-Schreibkorrekturseiten usw.
1.121 Allgemeine Grammatiken
1.211 Wörterbücher und Lexika von sinnverwandten Wörtern
1.123 Annotationen der Humbold-Universität Berlin
- Informationen zur Korpuslinguistik mit Annotationen und Verwendung von ANNIS I
- Informationen zur Korpuslinguistik mit Annotationen der Korpusfamilie FALKO II
1.124 Annotationen und Dependency Tree von Clarin - Anzeige von Wortarten und Zusammenhängen im Text
1.125 Liste der annotierten, den Wortarten zugeordneten Wörtern, den sogenannten "tags"
1.13 Online-Schreibkorrektur
1.14 Bedeutungen von Konjunktionen (z.B. und, oder, denn) und Subjunktionen (z.B. falls, wenn, insofern)
Links
1.122 Deutsche Grammatik:
https://archive.org/details/grundzgederdeu01erdmuoft/page/n5/mode/2up !!Grundzüge von 1886
https://www.rechtschreibrat.com/regeln-und-woerterverzeichnis/
https://d-nb.info/1126129208/34 ### Die deutschen Satzbaupläne
http://www.fb10.uni-bremen.de/khwagner/grundkurs1/kapitel3.aspx
https://www.math.mcgill.ca/barr/lambek/pdffiles/Natlangproc.pdf /// Pregroups, eine andere Notation für Wortarten!!!!!!!!!!!!!!!!!
Verschiedene Grammatiken und der TU-Berlin, auch Software und CFG:
https://hpsg.hu-berlin.de/Software/
https://de.wiktionary.org/wiki/Verzeichnis:Deutsch
Consult the User's Guide for information on using the wiki software.