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Are parallel lines also called skew lines?
No. Skew lines are lines in different planes that are parallel.
Two lines in different planes that do not intersect and are not parallel are called?
skew
What are two lines in two different planes that do not intersect called?
They may be either parallel or skew.
How are parallel lines and parallel planes used in architecture?
parallel lines are used in the white house. The columns holding it up are parallel lines and the floor and the roof of a room are parallel planes as long as they are the same shape
Where do two planes intersect?
In geometry, two planes intersect in a line. The only time this is not true is if the two planes are parallel to each other.
What shape has congruent polygons in parallel planes?
prism
Solid figure that has two congruent polygons in parallel planes?
Polygon
What figure has two congruent polygons in parallel planes?
A triangular prism.
What is a solid figure that has two congruent polygons in parallel planes?
Obviously some kind of PRISM.
What Has two congruent polygons in parellel planes?
A prism
What shape is a solid figure that has two congruent polygons in parallel planes?
A three-dimensional figure formed by six parallelograms is called a Parallelepiped. A cube is one example and leads to the alternate definition of a polyhedron with six faces, each of which is a parallelogram.The opposite sides are in parallel planes.
Is a three dimensional figure bounded by a series of rectangles and two polygons lying in parallel planes?
It need not be. A sphere, for example, has no rectangles nor polygons and no parallel planes either.
Has two congruent circular bases in parallel planes?
A cylinder
What is a solid formed by polygons that has two congruent bases lying in parallel planes?
A prism. The name of the prism usually reflects the polygonal shape of the bases eg triangular prism or rectangular prism.
Can planes be parallel?
Yes. The opposite ends of any right prism consists of two congruent and parallel faces. Two planes are parallel if the vertical distance between them is always the same.
What is a solid with congruent circular bases in parallel planes?
The given description fits that of a cylinder
What describes the bases of a cylinder?
A cylinder is best described as congruent on parallel planes or discs.
