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bmwhype2
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KillerSquirrel
Hello Fig

shouldn't the answer be (A)

since A=12/BC then ABC = 12

:)


The problem is that we do not know if the box is created only of rectangulars :)
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KillerSquirrel
Hello Fig

shouldn't the answer be (A)

since A=12/BC then ABC = 12

:)

The problem is that we do not know if the box is created only of rectangulars :)


I see your logic

Thanks again

:)
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bmwhype2
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Fig
Straight (E) for me : we have no clue about a correct formula for the volume to apply :)

A box could be any shapes :)


what would the other formulas be?

a cube = s^3 = s*s*s = a* b* c
a rectangular box = a* b* c
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bmwhype2
What is the volume of a box with sides a,b, c?

1. a=12/bc
2. b= 3, c=2


buit I take A as box can be of only ractangle/square shape.

i believe gmat defines box as a ractangular shape with length, height and width.
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KillerSquirrel
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bmwhype2
Fig
Straight (E) for me : we have no clue about a correct formula for the volume to apply :)

A box could be any shapes :)

what would the other formulas be?

a cube = s^3 = s*s*s = a* b* c
a rectangular box = a* b* c


it can be a triangle box

:)
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Fig
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bmwhype2
Fig
Straight (E) for me : we have no clue about a correct formula for the volume to apply :)

A box could be any shapes :)

what would the other formulas be?

a cube = s^3 = s*s*s = a* b* c
a rectangular box = a* b* c


Well, we could have:
o 2 rhombus
o 4 rectangles

That gives us a shape matching a,b and c (making sense) yet we can not conclude because we need the heigth and the postions of these rhombus :)
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Fig
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KillerSquirrel
bmwhype2
Fig
Straight (E) for me : we have no clue about a correct formula for the volume to apply :)

A box could be any shapes :)

what would the other formulas be?

a cube = s^3 = s*s*s = a* b* c
a rectangular box = a* b* c

it can be a triangle box

:)


As well :)... Indeed :)



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