I.6. Runden: Unterschied zwischen den Versionen

Aus RMG-Wiki
Wechseln zu: Navigation, Suche
Zeile 12: Zeile 12:
 
<ggb_applet width="468" height="437"  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="468" height="437"  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"/>
 
</div>
 
</div>
−
 
+
<br /><br />
 
{| border="0" cellpadding="5" cellspacing="2" style="border-left: 15px solid {{{RandLinks|#049128}}}; border-top: 5px solid {{{RandOben|#049128}}}; border-bottom: 5px solid {{{RandUnten|#049128}}}; border-right: 5px solid {{{RandRechts|#049128}}}; margin-bottom: 0.4em; margin-left: auto; margin-right: auto; width: {{{Breite|100%}}}; background-color: {{{Hintergrund|#FFFBE9}}}"
 
{| border="0" cellpadding="5" cellspacing="2" style="border-left: 15px solid {{{RandLinks|#049128}}}; border-top: 5px solid {{{RandOben|#049128}}}; border-bottom: 5px solid {{{RandUnten|#049128}}}; border-right: 5px solid {{{RandRechts|#049128}}}; margin-bottom: 0.4em; margin-left: auto; margin-right: auto; width: {{{Breite|100%}}}; background-color: {{{Hintergrund|#FFFBE9}}}"
 
|-  
 
|-  

Version vom 24. November 2011, 15:42 Uhr

I. Natürliche Zahlen:  

1. Zählen und Ordnen - 2. Veranschaulichung von Zahlen - 3. Das Dezimalsystem - 4. Römische Zahlen - 5. Zahlenmengen - 6. Runden


Erklärung



  Aufgaben

Aufgabe 1:
Runde auf die angegeben Einheit!

Runde 11 auf Zehner (! 20) ( 10) (! 0)

Runde 3 auf Zehner (! 5) (! 10) ( 0)

Runde 55 auf Hunderter (! 0) ( 100) (! 50)

Runde 64 auf Zehner ( 60) (! 65) (! 70)

Runde 1065 auf Hunderter ( 1100) (! 1000) (! 2000)

Runde 1065 auf Zehner ( 1070) (! 1060) (! 1100)

Runde 165 auf Tausender ( 0) (! 1000) (! 170)


 


Aufgabe 2:
Runde auf ganze Minuten bzw. Stunden! h = Stunden

11 min 20 s (11 min) (! 12 min)

78 min (1h) (! 2h)

66 min 49 s (! 66 min) (67 min)

100 min 29 s (100 min) (! 101 min)

5 min 29 sek (5 min) (! 6 min)




I. Natürliche Zahlen:  

1. Zählen und Ordnen - 2. Veranschaulichung von Zahlen - 3. Das Dezimalsystem - 4. Römische Zahlen - 5. Zahlenmengen - 6. Runden
Von „http://rmg.zum.de/index.php?title=P-Seminar/Mathematik_2010-12/I.6._Runden&oldid=44858“