The edge of a cube is increased by 100% the surface area of the cube is increased by?
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Answer:
4 times
Step-by-step explanation:
let the edge of cube= a
surface area of one face = a×a= a^2
total surface area of cube= 6×a^2=6a^2
now edge increased by 100%
new edge of cube= 2a
surface area of one face= 2a×2a=4a^2
totat surface area of new cube= 6×4a^2=24a^2
24a^2÷6a^2= 4
answer is 4 times
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