Always sometimes or never
Two mlines that lie in a parallel planes are _____coplanar
Two lines that lie in parallel planes are always coplanar.
To understand why this is the case, let's break it down:
Parallel planes are two-dimensional flat surfaces that do not intersect each other. They are situated side by side and have the same direction but may be located at different distances from each other.
On the other hand, coplanar refers to any set of points, lines, or shapes that all lie within the same plane. In a plane, any two points can be connected by a straight line without ever leaving the plane.
Now, if we have two lines that lie in parallel planes, it means that both lines are situated such that they do not intersect each other and lie within their respective planes.
Since both lines lie within their respective planes and those planes are parallel to each other, the lines share the same geometric relationship with their planes and can be considered coplanar. Hence, the statement "Two lines that lie in parallel planes are always coplanar" is always true.