What will happen to the total surface area of a cube if its edge is reduced to
half? it will become as a cuboid
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we know that:
volume of cube = a³
where, a is the side or length of edge of cube.
So, here
if the length of edges of cube is halved
=> side of cube = a / 2
=> volume = (a/2)³
= a³ / 2³
= a³ / 8
Hence
when the edge length is halved then the volume of cube become 1/8 of the volume before.
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Step-by-step explanation:
hope this helps
area of the cube if halved
the tsa becomes 1/4
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