2013-14 Q11-1M2: Unterschied zwischen den Versionen

Aus RSG-Wiki
Wechseln zu: Navigation, Suche
(Gebrochen-rationale Funktionen)
(Differenzieren)
Zeile 17: Zeile 17:
 
=Differenzieren=
 
=Differenzieren=
  
<ggb_applet width="450" height="454"  version="4.2" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
+
<ggb_applet width="418" height="454"  version="4.2" ggbBase64="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" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />

Version vom 10. Oktober 2013, 14:16 Uhr

Wiederholung

Grundlegende Fertigkeiten, die man zu Beginn der Oberstufe haben sollte

Wichtige Funktionstypen

Gebrochen-rationale Funktionen

Wiederholung rationalen Funktionen: rationale Funktionen, Hyperbeln


Differenzieren