A cube of lead with edges measuring 6 and it is melted and formed into 27 equal cubes what will be the length of the edge of the new cubes
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Volume of 1 lead cube = Vol. Of small 27 Cube
let the side be L Of big cube
l is the side of 27 Small cube.
vol. Of cube = L^3
L = 6m(edge of big cube)
l = lm(edge of formed small cube)
L^3=l^3 × 27cube
6^3 = 27 × l^3
216 = 27 × l^3
216/27 = l^3
8 = l^3
root cube of 8 = l
2 = l
so the edge of new cube will be 2m or cm.
let the side be L Of big cube
l is the side of 27 Small cube.
vol. Of cube = L^3
L = 6m(edge of big cube)
l = lm(edge of formed small cube)
L^3=l^3 × 27cube
6^3 = 27 × l^3
216 = 27 × l^3
216/27 = l^3
8 = l^3
root cube of 8 = l
2 = l
so the edge of new cube will be 2m or cm.
Answered by
1
lenght of the edge of the new cubes - 27/6 -4.5
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