The edge of a solid cube is 6 cm. How many cubes of 2 cm edge can be formed from this cube?
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the edge of a solid cube is =6cm
the edge of the small cube =2cm
No. of cubes=volume of solid cube /Volume of small cube
n=6*6*6/2*2*2
=>3*3*3
n=27
the edge of the small cube =2cm
No. of cubes=volume of solid cube /Volume of small cube
n=6*6*6/2*2*2
=>3*3*3
n=27
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Answer:j
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vedikabaghel1820
Secondary School Math 5+3 pts
The edge of solid cube is 6 cm .How many cubes of 6 cm edge can be formed from this cube ?? plzzzzzzzzzzzzzzz answer question fast
Report by Bkprajapati112p4re2n 09.03.2018
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hiii!!!
here's ur answer...
edge of the cube = 6cm
volume of the cube = side³
= 6 × 6 × 6
= 216cm³
edge of the cube given, that will be cut from the cube = 6cm
volume of this cube = side³
= 6 × 6 × 6
= 216cm³
hence, no. of cubes can be formed = 216/216
= 1
only 1 cube can be formed.
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