what is the effect on the surface area of a cube if its edge is reduced to one third of the original
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Answer:
let the edge of cube be a.
so surface area= 6a^2
A.T.Q
when edge is reduced to one third, the edge =1/3a
so, surface area=6×(1/3a)^2
= 6×(1/9 a^2)
=2/3 a^2
hence the surface area will be reduced to two third of the original surface area.
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