Übungen Geometrie: Unterschied zwischen den Versionen

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(Variante 1)
Zeile 14: Zeile 14:
  
 
V<sub>Q</sub> = G · h
 
V<sub>Q</sub> = G · h
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Variante 1
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<div class="memo-quiz">
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{|
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|-
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| V = 10 m<sup>3</sup>; h = 5 m || G = 2 m<sup>2</sup>
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|-
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| V = 10 cm<sup>3</sup>; h = 5 cm || G = 2 cm<sup>2</sup>
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|-
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| V = 24 dm<sup>3</sup>; h = 3 dm || G = 8 dm<sup>2</sup>
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|-
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| G = 2 m<sup>2</sup> || V = 10 m<sup>3</sup>; h = 5 m
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|-
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| G = 25 m<sup>2</sup> || V = 100 m<sup>3</sup>; h = 4 m
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|-
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| G = 50 m<sup>2</sup> || V = 50 m<sup>3</sup>; h = 1 m
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|-
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| h = 3 m || V = 6 m<sup>3</sup>; G = 2 m<sup>2</sup>
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|-
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| h = 4 m || V = 8 m<sup>3</sup>; G = 2 m<sup>2</sup>
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|-
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| h = 6 m || V = 12 m<sup>3</sup>; G = 2 m<sup>2</sup>
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|}
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</div>
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Variante 2
  
  

Version vom 10. Mai 2009, 11:51 Uhr

Memo-Quiz zur Volumenberechnung beim Quader

zur Erinnerung:

Datei:Quader.jpg

Volumen eines Quaders= Länge mal Breite mal Höhe

VQ = l · b · h

außerdem gilt:

Volumen eines Quaders = Grundfläche · Höhe

VQ = G · h

Variante 1

V = 10 m3; h = 5 m G = 2 m2
V = 10 cm3; h = 5 cm G = 2 cm2
V = 24 dm3; h = 3 dm G = 8 dm2
G = 2 m2 V = 10 m3; h = 5 m
G = 25 m2 V = 100 m3; h = 4 m
G = 50 m2 V = 50 m3; h = 1 m
h = 3 m V = 6 m3; G = 2 m2
h = 4 m V = 8 m3; G = 2 m2
h = 6 m V = 12 m3; G = 2 m2

Variante 2


V = 10 m3 l = 1 m; b = 2 m; h = 5 m
V = 24 dm3 l = 2 dm; b = 4 dm; h = 3 dm
V = 20 cm3 G = 10 cm2; h = 2 cm
V = 100 m3 G = 25 m2; h = 4 m
G = 2 m2 V = 10 m3; h = 5 m
G = 25 m2 V = 100 m3; h = 4 m
h = 3 m V = 6 m3; l = 1 m; b = 2 m
V = 8 m3 l = 2 m; b = 2 m; h = 2 m