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Änderungen von Dokument BPE 14.3 Transformationen

Zuletzt geändert von Martina Wagner am 2025/10/20 12:15
Von Version 3.1
bearbeitet von Martina Wagner
am 2025/03/26 11:20
Änderungskommentar: Es gibt keinen Kommentar für diese Version
Auf Version 5.1
bearbeitet von Ansgar Wasmer
am 2025/10/01 11:45
Änderungskommentar: Es gibt keinen Kommentar für diese Version

Zusammenfassung

Details

Seiteneigenschaften
Dokument-Autor
... ... @@ -1,1 +1,1 @@
1 -XWiki.martinawagner
1 +XWiki.ansgarwasmer
Inhalt
... ... @@ -3,9 +3,72 @@
3 3  [[Kompetenzen.K6]] [[Kompetenzen.K5]] Ich kann die Wirkung von Parametern in Funktionstermen von Exponentialfunktionen auf deren Graphen deuten
4 4  [[Kompetenzen.K4]] [[Kompetenzen.K5]] Ich kann die zugehörigen Schaubilder unter Verwendung der charakteristischen Eigenschaften skizzieren.
5 5  
6 -{{aufgabe id="Lalala" afb="I" kompetenzen="K5" quelle="Mathebrücke" zeit="2" cc="by-sa" tags="mathebrücke"}}
7 -Aufgabentext
8 -{{/aufgabe}}
9 9  
7 +{{aufgabe id="Zuordnung" afb="II" kompetenzen="K4,K6" quelle="Ansgar Wasmer" cc="BY-SA" zeit="10"}}
8 +
9 +{{html}}
10 +
11 +<!DOCTYPE html>
12 +<html>
13 +<head>
14 +<meta name=viewport content="width=device-width,initial-scale=1">
15 +<meta charset="utf-8"/>
16 +<script src="https://www.geogebra.org/apps/deployggb.js"></script>
17 +
18 +</head>
19 +<body>
20 +<div id="ggbApplet"></div>
21 +
22 +<script>
23 +var parameters = {
24 +"id": "ggbApplet",
25 +"width":1180,
26 +"height":771,
27 +"showMenuBar":true,
28 +"showAlgebraInput":true,
29 +"showToolBar":true,
30 +"customToolBar":"0 73 62 | 1 501 67 , 5 19 , 72 75 76 | 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 14 68 | 30 29 54 32 31 33 | 25 17 26 60 52 61 | 40 41 42 , 27 28 35 , 6",
31 +"showToolBarHelp":true,
32 +"showResetIcon":false,
33 +"enableLabelDrags":false,
34 +"enableShiftDragZoom":true,
35 +"enableRightClick":false,
36 +"errorDialogsActive":false,
37 +"useBrowserForJS":false,
38 +"allowStyleBar":false,
39 +"preventFocus":false,
40 +"showZoomButtons":true,
41 +"capturingThreshold":3,
42 +// add code here to run when the applet starts
43 +"appletOnLoad":function(api){ /* api.evalCommand('Segment((1,2),(3,4))');*/ },
44 +"showFullscreenButton":true,
45 +"scale":1,
46 +"disableAutoScale":false,
47 +"allowUpscale":false,
48 +"clickToLoad":false,
49 +"appName":"classic",
50 +"buttonRounding":0.7,
51 +"buttonShadows":false,
52 +"language":"de",
53 +// use this instead of ggbBase64 to load a material from geogebra.org
54 +// "material_id":"RHYH3UQ8",
55 +// use this instead of ggbBase64 to load a .ggb file
56 +// "filename":"myfile.ggb",
57 +"ggbBase64":"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",
58 +};
59 +// 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
60 +var views = {'is3D': 0,'AV': 1,'SV': 0,'CV': 0,'EV2': 0,'CP': 0,'PC': 0,'DA': 0,'FI': 0,'macro': 0};
61 +var applet = new GGBApplet(parameters, '5.0', views);
62 +window.onload = function() {applet.inject('ggbApplet')};
63 +applet.setPreviewImage('data:image/gif;base64,R0lGODlhAQABAAAAADs=','https://www.geogebra.org/images/GeoGebra_loading.png','https://www.geogebra.org/images/applet_play.png');
64 +</script>
65 +</body>
66 +</html>
67 +
68 +{{/html}}
69 +
70 +{{aufgabe id="Lineares oder Exponentielles Wachstum/Zerfall" afb="II" kompetenzen="K4,K6" quelle="Ansgar Wasmer" cc="BY-SA" zeit="10"}}
71 +
72 +
10 10  {{seitenreflexion bildungsplan="" kompetenzen="" anforderungsbereiche="" kriterien="" menge=""/}}
11 11