find the number of 4 cm cubes which can be cut from a solid cube whose edge is 32 cm.
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Answered by
2
no. of cubes= volume of bigger cube / volume of smaller cube
so, no. of cubes = 32×32×32/ 4×4×4
=8×8×8= 512 cubes answer
so, no. of cubes = 32×32×32/ 4×4×4
=8×8×8= 512 cubes answer
Answered by
0
hello frnd!
here's ur answer...
given the edge of the cube is 32cm
hence volume of the cube=side²
=32×32
=1024cm³
volume of the cube (edge=4cm)=side²
=4×4
=16cm³
no. of cubes of edge 4cm can be cut from the big cube=1024/16
=64 cubes
hence 64 cubes can be cut from the larger cube.
hope this helps..!
<<<<<☺☺☺>>>>>
here's ur answer...
given the edge of the cube is 32cm
hence volume of the cube=side²
=32×32
=1024cm³
volume of the cube (edge=4cm)=side²
=4×4
=16cm³
no. of cubes of edge 4cm can be cut from the big cube=1024/16
=64 cubes
hence 64 cubes can be cut from the larger cube.
hope this helps..!
<<<<<☺☺☺>>>>>
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