II.3. Terme: Unterschied zwischen den Versionen
Aus RMG-Wiki
Zeile 9: | Zeile 9: | ||
<br /> | <br /> | ||
<ggb_applet width="429" height="312" version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true"/> | <ggb_applet width="429" height="312" version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true"/> | ||
− | <br/> | + | <br/ > |
+ | <br/ > | ||
Hier kannst du schauen, wie Terme funktionieren: | Hier kannst du schauen, wie Terme funktionieren: | ||
<ggb_applet width="639" height="346" version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" /> | <ggb_applet width="639" height="346" version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" /> |
Version vom 13. Oktober 2011, 15:13 Uhr
II. Addition und Subtraktion natürlicher Zahlen:
1. Addieren und Subtrahieren - 2. Rechengesetze und Rechenvorteile - 3. Terme
1. Addieren und Subtrahieren - 2. Rechengesetze und Rechenvorteile - 3. Terme
Erklärung
Hier kannst du schauen, wie Terme funktionieren:
Aufgaben
Aufgaben
|
II. Addition und Subtraktion natürlicher Zahlen:
1. Addieren und Subtrahieren - 2. Rechengesetze und Rechenvorteile - 3. Terme
1. Addieren und Subtrahieren - 2. Rechengesetze und Rechenvorteile - 3. Terme