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In geometry a solid may exist in three-dimensional space?
true
A geometric solid may exist in three-dimensional space?
true
In geometry a soils may exist in three dimensional space?
Yes, in geometry, the concept of space includes three dimensions: length, width, and height. Soils, as physical entities found on Earth, also exist in three dimensions. This means that soils have depth, width, and length, making them three-dimensional objects.
Can two given lines with no point in common exist in the same plane?
Yes. (The answer may be complicated somewhat in non-Euclidean geometries, but it's possible in Euclidean geometry if the lines are parallel).
What is a solid when referred to in three dimensional shapes?
It is a shape that occupies a part of the space. It partitions the 3-d space into two parts - which may be considered the inside and outside.It is a shape that occupies a part of the space. It partitions the 3-d space into two parts - which may be considered the inside and outside.It is a shape that occupies a part of the space. It partitions the 3-d space into two parts - which may be considered the inside and outside.It is a shape that occupies a part of the space. It partitions the 3-d space into two parts - which may be considered the inside and outside.
