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# What is Adjacency in Geometry?

In geometry, the term "adjacency" refers to two or more figures that share a common boundary or edge. Adjacency is a key concept in geometry and is often represented by a line segment connecting two figures. Let's take a closer look at adjacency and some of its properties.

There are three main properties of adjacency:

- Two figures are adjacent if they share a common boundary or edge.

- Adjacent figures are not overlapping.

- Adjacent figures can be connected by a line segment.

The first property states that two figures are adjacent if they share a common boundary or edge. For example, two squares that share a common side are adjacent to each other. The second property states that adjacent figures are not overlapping. This means that if two figures are adjacent, there must be a space between them. The third property states that adjacent figures can be connected by a line segment. This means that if you draw a line between two adjacent figures, the line will not cross any other figure.

## Conclusion:

Adjacency is an important concept in geometry that refers to two or more figures that share a common boundary or edge. Adjacency is represented by a line segment connecting two figures, and has three main properties: shared boundary/edge, no overlap, line segment connection. Understanding adjacency will help you better understand geometric concepts and solve problems more effectively.

## FAQ

### How do you describe adjacent?

Adjacent means close to or near something. Two things can be adjacent to each other if they are next to each other or if they share a common boundary.

An example of adjacent is two buildings that share a common wall. An example of adjacent is a pair of twins who were born next to each other.

### What is adjacent angle example?

An adjacent angle is formed by two line segments that share a common endpoint. A right angle is an example of an adjacent angle. Adjacent angles are also sometimes called vertically opposite angles.