Asked by don't matter suck at math
The surface area of a solid is 18 in.2, and its volume is 6 in.3. The ratio of corresponding dimensions of a similar solid is 2 over 3. Find the surface area and volume of the similar solid.
S.A. = 12 in.2; V = 4 in.3
S.A. = 8 in.2; V = 2.6 repeating in.3
S.A. = 8 in.2; V = 1.7 repeating in.3
S.A. = in.2; V = 1.7 repeating in.3
S.A. = 12 in.2; V = 4 in.3
S.A. = 8 in.2; V = 2.6 repeating in.3
S.A. = 8 in.2; V = 1.7 repeating in.3
S.A. = in.2; V = 1.7 repeating in.3
Answers
Answered by
bobpursley
surface area will be in ratio of 2/3 of the original, and volume will be in the ratio of (2/3)^2 or 4/9 of 6
Answered by
don't matter suck at math
bobpursley
i have no clue what that means
i have no clue what that means
Answered by
bobpursley
I am not going to give you the answer, it is apparent from your posts, you think stealing answers is what you need.
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