If the length of each diagonal of a cube is doubled then it's volume become ______ times.
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The length of each diagonal of cube is doubled. Let d be the length of diagonal. Thus, the volume of the cube increases 8 times.
Explanation - Volume of cube = √3d^3/9
if we doubled the length of diagonal it becomes
- 2√3d^3/9
Therefore, the volume becomes double
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