Question #ccc0c

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Question #ccc0c

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Answer 1 · 2017-06-29T10:41:14

Height of the cuboid is 13.33 cm and volume of it is 12000 $c m^{3}$ $cm^3$

Explanation:

$A r e a = w i d t h \cdot h e i g h t$ $Area = width * height$

since width is 30 cm you can find height (assuming length and width are the same).

$H e i g h t = \frac{400}{30} = 13.33 c m$ $Height=400/30 = 13.33 cm$

Now you can find volume of it

$V o l u m e = 30 \times 30 \times 13.33$ $Volume= 30times30times13.33$

$V o l u m e = 12000 c m^{3}$ $Volume=12000 cm^3$

Answer 2 · 2017-06-29T10:53:40

$12000 cubic cm$ $12000" cubic cm"$

Explanation:

$the volume ( V) of a cuboid is$ $"the volume ( V) of a cuboid is"$

$∙ V = A l$ $• V=Al$

$where A is the area of the face and l the length$ $"where A is the area of the face and " l " the length"$

$here A = 400 and l = 30$ $"here " A=400" and " l=30$

$\Rightarrow V = 400 \times 30 = 12000 cubic cm$ $rArrV=400xx30=12000" cubic cm"$

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