how many wooden cubical blocks each of edge 12 cm can be cut out from a cuboidal block of dimensions 1.2m ×0.72m×0.6m
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Answered by
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Step-by-step explanation:
Length = 1.2m
Breadth= 0.72m
Height = 0.6m
Volume of a cuboid = l × b × h
= 1.2×0.72×0.6
= 0.5184 m³
Side of cubical box = 12cm
1m = 100cm
1cm = 1/100m
12cm = 0.12m
Volume if a cube = side³
= 0.12³
=0.001728 m³
Now no of wooden blocks that can be cut = Volume of cuboidal blocks / Volume of cubical blocks
= 0.5184/0.001728
= 300
Therefore 300 such blocks can be cut out
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2
Answer:
your answer is 300
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