no, there are only two faces and one is curved therefore cannot be parallel
in order for the cone to eventually come to a point, there cannot be any perpendicular faces
Oh, dude, you're hitting me with the geometry questions, huh? So, like, a shape that fits that description would be a triangular prism, because it has perpendicular edges but none that are parallel. It's like the rebel of the 3D shapes, just doing its own thing.
The following are some examples of a shape with two flat face and one curved surface: A sphere intersected by two planes. An ellipsoid intersected by two plane faces. A paraboloid intersected by two plane faces. A cone intersected by two plane faces. A cylinder. A hyperboloid intersected by two plane faces.
Some do, some don't. A regular polyhedron such as the tetrahedron has none whereas an irregular one like the parallelepiped can have several.
There are many possible answers: a frustrum of a cone, a sphere or torus intersected by a pair of parallel planes, a circular prism (cylinder) are some.
Some do.
No, a cone does not have parallel faces. A cone consists of a circular base and a single curved surface that tapers smoothly from the base to a point called the apex. The base is flat, while the curved surface connects the base to the apex, creating a three-dimensional shape without any parallel faces.
A trapezoid is a shape that has one pair of parallel faces, specifically in the case of a trapezoidal prism. This three-dimensional figure has two trapezoidal bases that are parallel, while its lateral faces are rectangular, creating perpendicular edges between the bases and the lateral faces.
Cubes and rectangular prisms are examples of 3D shapes that have both parallel and perpendicular edges. In a cube, each edge is parallel to another edge on the same face and perpendicular to edges on adjacent faces. Similarly, a rectangular prism has edges that run parallel along its length, width, and height, while the edges connecting different faces are perpendicular to each other. Other shapes, like some types of polyhedra, can also exhibit this property.
A trapezoid is defined as a four-sided figure (quadrilateral) with at least one pair of parallel sides. The other pair of sides can be either parallel or non-parallel, and they are not necessarily perpendicular. In some cases, a trapezoid may have perpendicular sides, but this is not a requirement for its classification.
Railroad tracks or the number 11 are parallel lines. A cross or a small t are perpendicular lines. Also the two ll's in the middle of parallel are parallel lines.
squares
A trapezoid (or trapezium in some regions) has one set of parallel sides and one set of perpendicular sides. Specifically, a right trapezoid features one pair of parallel sides and the non-parallel sides that are perpendicular to one of the parallel sides. This shape allows for various applications in geometry and design.
A polygon need not have ANY perpendicular or parallel lines. For example, consider an equilateral triangle. It can happen that two sides of a polygon, extended if necessary, meet at a point where they form a 90 degree angle. Those two lines are perpendicular. There may be pairs of lines such that, no matter how far you extend them in either direction, they will never meet. Such lines are parallel. A triangle cannot have parallel lines but it can have perpendicular lines. Any polygon of 4 or more sides can have sides that are perpendicular or parallel (or some of each).
An octahedron is a closed 3-d shape with 8 polygonal faces. There are 257 topologically different convex octahedra. Some of these have no parallel edges whereas a right hexagonal prism has 4 pairs of parallel faces.
Neither: because one line, by itself, can be neither parallel or perpendicular. These characteristics are relevant only in the context of another line (or lines). The given line is parallel to some lines and perpendicular to others.
A kite, if the topmost angle is right and none of the others are.
Some examples for parallel lines- railroad tracks, steps, buildings, paper, windows, ect. Some examples for perpendicular lines- stop sign, bridge, street intersection, driveway into a street, ect.