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A closed two dimensional figure with line segments that meet at their endpoints?
polygons
Define perpendicular lines and describe the type of angle formed by perpendicular lines or line segments?
The definition of perpendicular lines also defines the angles -- perpendicular lines are two lines (or line segments) that meet at a 90 degree angle.
What are the adjacent sides of a regular octagon?
They are equal line segments that meet at an angle of 135°.
Formed where three or more edges of a solid figure meet?
I'm waiting for the answer
A line segment formed when two faces meet?
edge
What plane geometric figure is formed by three non-collinear line segments that meet at the endpoints?
A triangle
A place where line segments meet in a plane figure?
vertex
How is an angle formed?
When two line segments meet at a point
What is formed when two lines or line segments meet?
cross x
A closed two dimensional figure with line segments that meet at their endpoints?
polygons
Which of the word best describes how an angle is formed?
It is formed at a vertex when two line segments meet each other
What are two line segments that meet and form a right angle?
They are perpendicular line segments
What is the defenition of a polygon?
A simple closed figure formed by line segments joined together. The point where the sides meet is called the vertex (vertices, plural). A regular polygon is formed when all the sides are equal. Polygons are named by the number of sides and angles they contain.
The point in a polygon at which two line segments meet is called?
there where a polygon meet that 2 segments is called ''vertex''
When two line segments or ray meet at a certain point an?
Line
Define perpendicular lines and describe the type of angle formed by perpendicular lines or line segments?
The definition of perpendicular lines also defines the angles -- perpendicular lines are two lines (or line segments) that meet at a 90 degree angle.
Where line segments meet on a polygon are called?
The points where the line segments that form a polygon meet (i.e., the corners) are called the vertices of the polygon. The singular form is vertex.
