1: of, in relation to or on board the aircraft. 2: Mass two-dimensional. Other words in flat example sentencesLearn more about flat.

What is another word for plane?

On this page, you can find 28 synonyms, antonyms, idioms, and related words for plane, such as: Orthogonalflat, uniform, flat, homoaloidal, horizontal, tabular, flat, flush, flat and smooth.

What does plane mean in mathematics?

One Figure G It is said to be planar if it can be represented on the plane in such a way that the vertices are all distinct points, the edges are simple curves, and no two edges meet each other except at their ends. …

What is a flat material?

As used in this glossary, « flat » describes Almost two-dimensional and often flexible materials, unlike 3D objects. Paper, film and cloth are examples of flat materials.

What is a flat view?

More precisely, a plan view is defined as (1) A view in which the main axis of the object is approximately perpendicular or parallel to the line of sight (2) Shorten one shaft.

plane meaning

32 related questions found

How do you know if a figure is flat?

Floor plan:

Graph G= (V, E) A G is said to be planar if neither of its two edges meet at a point other than a vertex. The drawing of such a plane graph is called plane embedding of the graph. For example, K4 is planar because it has a planar embedding as shown in Figure 1.8. 1.

What is the use of plane projection?

Planar projection is most commonly used for map the polar regions. Some planar projections view surface data from a specific point in space. The viewpoint determines how spherical data is projected onto the plane.

Does flat mean flat?

plan, -när. of, pertaining to or on a plane. Adjective. flat.

Is plane a Scrabble word?

Yesplane in the Scrabble dictionary.

Which of the following is a plane?

Thus, the four fluorine atoms bonded by single bonds occupy equatorial positions in the plane and the lone pair atoms occupy axial positions.The geometry of the molecule is square plane So the molecule is planar, ie option D is the correct answer.

Is K4 4 a floor plan?

Figure K4,4−e no finite plane coverage.

Is K2 a floor plan?

Figures K2,2,2,2,1 and K2,2,2,2,2 are not flat because they contain K5,4 as subgraphs.

Where are floor plans used?

In graph theory, a plane graph is Graphs that can embed planes, that is, it can be drawn on the plane in such a way that its edges only meet at their endpoints. In other words, it can be drawn in such a way that no edges cross each other.

What is the synonym of dimension?

synonym for dimension

• element.
• degree.
• importance.
• length.
• magnitude.
• part.
• scope.
• thickness.

What is the difference between planar and non-planar?

If a graph is nonplanar, if It can’t be drawn on a plane, so there is no edge crossing. . . these graphs cannot be drawn on a plane, so there is no edge crossing, so they are non-planar graphs.

What is the shape of a triangular plane?

Triangular plane: Triangular and in a plane, the bond angle is 120°. Tetrahedron: Four bonds on a central atom with a bond angle of 109.5°.

What is non-planar?

: not flat: Don’t lie or be confined to a plane : with 3D quality…there is no way to redraw this circuit so that no elements intersect. So this is an example of a non-planar circuit.

What are the disadvantages of flat projection?

shortcoming: –Orientation and area are only accurate relative to the center point. – Depicting the entire Earth requires several plane projections. Description: The equal-area projection accurately depicts the area of ​​all regions of the Earth at once.

What is an example of a planar projection?

Some flat map projections, like the example above, Represent all great circles as straight lines. Because the shortest distance between two points on Earth is a great circle, or part of a great circle, the shortest distance between two points on this projection is also a straight line.

How do you prove that a graph is not planar?

theorem: [Kuratowski’s Theorem] A graph is nonplanar if and only if it contains subgraphs homeomorphic to K_{3,3} or K_5. A graph is non-planar if we can turn it into K_{3,3} or K_5 by: removing edges and vertices.

What are the faces in a floor plan?

The plane faces are A region bounded by a set of boundaries and containing no other vertices or edges…these regions are called faces, and each region consists of a set of vertices and edges.

What are the main parts of a floor plan?

Graphs, maps and polyhedra

Structure Vertices, Edges and Faces called a floor plan. For example, Figure 8.2a shows a planar graph with three faces, six edges, and five vertices. Figure 8.2b shows a planar graph with one face (infinite face), one edge, and four vertices.

Which image is not flat?

Which of the following graphs is not flat? Explanation: A graph is planar if it can be redrawn on a plane without any intersecting edges. G1 is a typical example of a non-planar graph.

Why are floor plans important?

A related important property of plans, maps, and triangulations (with labeled vertices) is They can be enumerated just fine. . . Typically, results on floorplans extend to other classes.