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https://math.answers.com/math-and-arithmetic/How_can_two_boxes_have_the_same_volume_but_different_surface_area

How can two boxes have the same volume but different surface area? - Answers

if volume = 1, the following(and an infinite number more possibilities) can be true: 1. length=1 width=1 height=1 2. length=.5 width=.5 height=4 3. length=.1 width=5 height=2 .... all have the same volume but different Surface area



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How can two boxes have the same volume but different surface area? - Answers

https://math.answers.com/math-and-arithmetic/How_can_two_boxes_have_the_same_volume_but_different_surface_area

if volume = 1, the following(and an infinite number more possibilities) can be true: 1. length=1 width=1 height=1 2. length=.5 width=.5 height=4 3. length=.1 width=5 height=2 .... all have the same volume but different Surface area



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https://math.answers.com/math-and-arithmetic/How_can_two_boxes_have_the_same_volume_but_different_surface_area

How can two boxes have the same volume but different surface area? - Answers

if volume = 1, the following(and an infinite number more possibilities) can be true: 1. length=1 width=1 height=1 2. length=.5 width=.5 height=4 3. length=.1 width=5 height=2 .... all have the same volume but different Surface area

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      if volume = 1, the following(and an infinite number more possibilities) can be true: 1. length=1 width=1 height=1 2. length=.5 width=.5 height=4 3. length=.1 width=5 height=2 .... all have the same volume but different Surface area
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