Asked by Anonymous
is it possible for two boxes to have the same volume, but different surface area's? give examples to prove your point.
please help, cannot think of anything. THANKS =]
please help, cannot think of anything. THANKS =]
Answers
Answered by
Anonymous
First tell me what are surfaces.
Answered by
Anonymous
Do you mean the base?
Answered by
Cody
wellit it is possible with B=0 and H=0
b is base and h is height. But i don't think having a 0 0 cube is possible! :)
b is base and h is height. But i don't think having a 0 0 cube is possible! :)
Answered by
Anonymous
Sure
Example: B-8 H-3 and B-6 H-4
Example: B-8 H-3 and B-6 H-4
Answered by
Anonymous
Sorry, I typed thaT incorrectly...
H-8 D-1 W-1 and H-6 D-4 W-1
H-8 D-1 W-1 and H-6 D-4 W-1
Answered by
Cody
no for the first one the surface area would be 17? Surface area= BH+BW+WH
Answered by
Reiny
sure it is.
e.g.
consider a volume of 60 cm^3
box #1: 3x4x5
vol = 60
Surface area = 2(3x4 + 3x5 + 4x5) = 94
box #2: 6x2x5
volume = 60
Surface area = 2(6x2 + 6x5 + 4x5) = 124
e.g.
consider a volume of 60 cm^3
box #1: 3x4x5
vol = 60
Surface area = 2(3x4 + 3x5 + 4x5) = 94
box #2: 6x2x5
volume = 60
Surface area = 2(6x2 + 6x5 + 4x5) = 124
Answered by
Anonymous
900000000
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