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If the length of each side of a cube is doubled, is the surface area doubled? Use an example to support your answer. @cp9454
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no, new surface area becomes 4 times of the previous one.
An easy example: Take the side to be 1 cm. Then the surface area is 6*(1*1)=6 If you double the side, the side has length 2 cm. Then the surface area is 6*(2*2) = ?
let a cube of edge a cm
then its surface area will be \[6a^2\]
now the side is doubled i.e. 2a, so its surface area will be \[6(2a)^2 = 6*4a^2\]
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