the ratio of the volumes of two cubes is 8is to27. find the ratio of their surface areas
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Answer:
A1/A2=(8/27)^1/3
A1/A2=2/3
Step-by-step explanation:
ratio of surface areas is (A1/A2)^2=(2/3)^2
=4/9
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Answered by
0
Answer: 4 : 9
Step-by-step explanation:
let one cube has side s1 and other has side s2, therefore,
ratio of volumes = s1^3 / s2^3 = 8/27 (GIVEN)
Therefore, s1 / s2 = 2/3
Now, ratio of surface areas = 6(s1)^2 / 6(s2)^2
= (s1)^2 / (s2)^2
= 4/9
THEREFORE ANSWER IS 4 : 9.
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