How will the volume of cube change if the length of it Edge is halved
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original volume = a^3
now a is halved
then volume = a^3/8
hence volume is 1/8th of original volume
now a is halved
then volume = a^3/8
hence volume is 1/8th of original volume
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Volume of cube whose edge is halved :
Let x be the edge of the original cube
Volume of original cube = x³
If the edge is halved, length of edge = x/2
Volume of halved cube = (x/2)³ = x³/2³= x³/8 = 1/8 X x³
Therefore, the volume will be 1/8th of the original volume.
Volume of cube whose edge is halved :
Let x be the edge of the original cube
Volume of original cube = x³
If the edge is halved, length of edge = x/2
Volume of halved cube = (x/2)³ = x³/2³= x³/8 = 1/8 X x³
Therefore, the volume will be 1/8th of the original volume.
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