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65000 cubic feet is equal to a building of what dimensions? - Answers

Without knowing at least the height of the ceiling there is no way to know. The possiblities are endless. Even with the height it would be the wildest guess. Assuming it would be twice as long as wide. It could just as well be square. to illustrate and improve on the point, if length multiplied by width, multiplied by height, gave you the dimensions of the building, you could invent any dimensions so long as their product is 65000. Ex: A building 65 feet wide, 100 Feet long, and ten feet high would contain 65000 cubic feet.



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65000 cubic feet is equal to a building of what dimensions? - Answers

https://math.answers.com/math-and-arithmetic/65000_cubic_feet_is_equal_to_a_building_of_what_dimensions

Without knowing at least the height of the ceiling there is no way to know. The possiblities are endless. Even with the height it would be the wildest guess. Assuming it would be twice as long as wide. It could just as well be square. to illustrate and improve on the point, if length multiplied by width, multiplied by height, gave you the dimensions of the building, you could invent any dimensions so long as their product is 65000. Ex: A building 65 feet wide, 100 Feet long, and ten feet high would contain 65000 cubic feet.



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https://math.answers.com/math-and-arithmetic/65000_cubic_feet_is_equal_to_a_building_of_what_dimensions

65000 cubic feet is equal to a building of what dimensions? - Answers

Without knowing at least the height of the ceiling there is no way to know. The possiblities are endless. Even with the height it would be the wildest guess. Assuming it would be twice as long as wide. It could just as well be square. to illustrate and improve on the point, if length multiplied by width, multiplied by height, gave you the dimensions of the building, you could invent any dimensions so long as their product is 65000. Ex: A building 65 feet wide, 100 Feet long, and ten feet high would contain 65000 cubic feet.

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      Without knowing at least the height of the ceiling there is no way to know. The possiblities are endless. Even with the height it would be the wildest guess. Assuming it would be twice as long as wide. It could just as well be square. to illustrate and improve on the point, if length multiplied by width, multiplied by height, gave you the dimensions of the building, you could invent any dimensions so long as their product is 65000. Ex: A building 65 feet wide, 100 Feet long, and ten feet high would contain 65000 cubic feet.
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