Diferencia entre revisiones de «Resolviendo»

De GeoGebra Manual
Saltar a: navegación, buscar
Línea 1: Línea 1:
 
==Resolviendo==
 
==Resolviendo==
<ggb_applet width="928" height="520"  version="5.0" ggbBase64="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" framePossible = "true" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" language="es" allowRescaling = "false" />
+
<ggb_applet width="968" height="620"  version="5.0" ggbBase64="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" framePossible = "true" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" language="es" allowRescaling = "false" />

Revisión del 07:54 1 ene 2015

Resolviendo

© 2024 International GeoGebra Institute