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What is edges in 3d shapes?
It is the set of points, in 3-dimensional space, defined by the intersection of two planes which define faces of the shape.
Can two noncoplanar lines intersect?
yes
Why isn't it possible for two lines to be noncoplanar?
It is possible.
Can four noncoplanar points be used to form two intersecting?
Since the question is unfinished, I'll assume the most obvious completion: "planes." Yes, a triangular pyramid is composed of 4 non-co-planar points which form 4 intersecting planes.
What is the locus of points in space that are equidistant from two parallel planes?
A plane midway between the two given planes and parallel to them.
How many non coplanar planes define a space?
Two are enough, if not coplanar.
What is edges in 3d shapes?
It is the set of points, in 3-dimensional space, defined by the intersection of two planes which define faces of the shape.
Can two points be noncoplanar?
Any three given points can be joined by a common plane, and any two given points can be joined by a common line and an infinite number of common planes.
What are the two noncoplanar lines that do not intersect?
skew
Can two noncoplanar lines intersect?
yes
What does noncoplanar mean?
Noncoplanar is a term in geometry referring two or more figures, lines, or points that do not all lie in the same plane.
Two noncoplanar lines that do not intersect?
skew lines
Why isn't it possible for two lines to be noncoplanar?
It is possible.
Can four noncoplanar points be used to form two intersecting?
Since the question is unfinished, I'll assume the most obvious completion: "planes." Yes, a triangular pyramid is composed of 4 non-co-planar points which form 4 intersecting planes.
What is the intersection of two planes?
If there are two unique, non-parallel planes in space, they will intersect, and their intersection will be a line.
What is the locus of points in space that are equidistant from two parallel planes?
A plane midway between the two given planes and parallel to them.
Can two intersecting lines lie in two planes?
If they are straight lines, then they define a plane in which both lines lie.
