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There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.
I donk know.
27 of them.
Not by itself. However, tetraheda and octahedra together fill space.
With great difficulty. You can only do this if each dimension of the box is an exact multiple of the side of a cube - which is extremely unlikely. However, if that miracle happens, then you fill the box with cubes and count how many cubes it takes.
area
Eight half inch cubes would fill a one inch cube.
There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.There is no specific name.I hope you were not looking for volume as an answer because that is wrong. The fact that the cubes are of unspecified size means that there is no proper measure of anything. Also, if you tried to fill most 3-d figures with cubes, you would have corners and curves that were left out, and so the number of cubes could not measure volume even if their sizes were specified.
This is not well-worded. The smaller the cubes the more you'd need to fill a container, and the more completely they'd fill it. One large cube would not fill a round container but there might not be room for more than one.
I donk know.
27 of them.
It would take 27 cubes with sides of 2cm.
Not by itself. However, tetraheda and octahedra together fill space.
base times height
2 layers would fit in the prism and each layer would have 15 cubes. Total: 30 cubes.
With great difficulty. You can only do this if each dimension of the box is an exact multiple of the side of a cube - which is extremely unlikely. However, if that miracle happens, then you fill the box with cubes and count how many cubes it takes.
To fill the space between the roll, and then to fill the space within your stomach!