Yes, that's correct! In geometry, two sides of a polygon that share a common endpoint are referred to as consecutive vertices. These vertices are adjacent points on the polygon that connect to form the edges of the figure.

For example, in a triangle ABC, the vertices A and B are consecutive to each other as they are connected by the side AB. Similarly, vertex B is consecutive to vertex C since they are connected by the side BC. This concept is important in understanding the structure and properties of polygons, especially when calculating angles, area, or other specific characteristics related to the shape.

In summary, consecutive vertices are crucial for defining and analyzing the geometry of polygons.

Question

Yes, that's correct! In geometry, two sides of a polygon that share a common endpoint are referred to as consecutive vertices. These vertices are adjacent points on the polygon that connect to form the edges of the figure.

For example, in a triangle ABC, the vertices A and B are consecutive to each other as they are connected by the side AB. Similarly, vertex B is consecutive to vertex C since they are connected by the side BC. This concept is important in understanding the structure and properties of polygons, especially when calculating angles, area, or other specific characteristics related to the shape.

In summary, consecutive vertices are crucial for defining and analyzing the geometry of polygons.

Knowee AI · Accepted Answer

Yes, that's correct! In geometry, two sides of a polygon that share a common endpoint are referred to as consecutive vertices. These vertices are adjacent points on the polygon that connect to form the edges of the figure.

For example, in a triangle ABC, the vertices A and B are consecutive to each other as they are connected by the side AB. Similarly, vertex B is consecutive to vertex C since they are connected by the side BC. This concept is important in understanding the structure and properties of polygons, especially when calculating angles, area, or other specific characteristics related to the shape.

In summary, consecutive vertices are crucial for defining and analyzing the geometry of polygons.

Two sides of a polygon that share a common endpoint are called consecutive vertices

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Two sides of a polygon that share a common endpoint are called consecutive vertices.

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