VII.1. Messen: Unterschied zwischen den Versionen

Aus RMG-Wiki
Wechseln zu: Navigation, Suche
Zeile 9: Zeile 9:
 
<big> <colorize> Erklärung </colorize> </big>
 
<big> <colorize> Erklärung </colorize> </big>
 
<br /><br /><br />
 
<br /><br /><br />
Bewege den Schieberegler, um mehr Kugeln auf die Waage zu legen.
+
'''Bewege den Schieberegler, um mehr Kugeln auf die Waage zu legen.'''
 
<br />
 
<br />
 
<ggb_applet width="426" height="205"  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="426" height="205"  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 22. Dezember 2011, 14:42 Uhr

VII. Größen und ihre Einheiten:  

1. Messen - 2. Längen - 3. Rechnen mit Größen - 4. Maßstab - 5. Massen - 6. Geld - 7. Zeit


Erklärung


Bewege den Schieberegler, um mehr Kugeln auf die Waage zu legen.


  Aufgaben


Setze ein Kreuz an die Maßeinheiten, die am besten für die angegebene Situation geeignet ist. (Es ist immer nur eine Antwort richtig!)

Entfernung zwischen Städten (km) (!m) (!cm) (!mm)

Länge von Schrauben (!km) (!m) (!cm) (mm)

Größe von Räumen (!km) (m) (!cm) (!mm)

Gewicht der zu bestellenden Wurst in der Metzgerei (!t) (!kg) (g)

Gepäck eines Passagieres (!t) (kg) (!g)

Gewicht von einem Schiff (t) (!kg) (!g)


Flugdauer längerer Flugrouten (h) (!min) (s)

Flugdauer längerer Flugrouten (h) (!min) (!s)

Verbleibende Zeit fürs Beantworten von Fragen (!h) (!min) (s)


Ordne nach der Größe. Beginne mit der Kleinsten.

1s < 1min < 1h

1g < 1kg < 1t

1mm < 1cm < 1m < 1km



VII. Größen und ihre Einheiten:  

1. Messen - 2. Längen - 3. Rechnen mit Größen - 4. Maßstab - 5. Massen - 6. Geld - 7. Zeit