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Q: What is a closed figure with 5 sides that are line segments called?
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Related questions

A closed figure made up of line segments is?

A closed figure made up of line segments is called a polygon. The segments in a polygon are called sides or edges.


What is a simple closed figure formed by three or more segments called?

A simple closed figure formed by three or more segments is called a polygon. Regardless of how many sides a polygon has, all polygons will have as many vertices as it has sides.


A is a closed plane figure formed by three or more segments called sides?

polygon


A closed figure formed by a finite number of coplanar segments called sides is what?

a polygon.


Whats is A closed figure with sides that are line segments?

a polygon


What is a closed plane figure with four sides that are lines segments?

A quadrilateral perhaps


What is a closed figure with 4 sides made up by line segments?

a quadrilateral


A geometric figure having three ling segments for sides?

A triangle is a geometric figure that is made of three line segments. It is a closed figure and has three angles.


Is a figure 8 a simple closed figure?

no, but an eight sided figure you could use is an octagon. a figure 8 may be a figure and closed but, it has no sides and no line segments.


What is a Closed plane figure that is formed by three or more segments called sides Each side intersects exactly two other sides at a vertex?

a polygon


What is a closed geometric figure made up of at least three line segments or sides?

A polygon.


What is a trapezoid'?

US DefinitionA trapezoid is a closed plane figure consisting of four line segments/sides; two of these line segments are parallel (but not equal in length) and two are nonparallel.(in the UK, this is called a trapezium)British DefinitionA trapezoid is a closed plane figure consisting of four line segments/sides; NONE of these line segments are parallel to any of the other line segments of the quadrilateral.(in the US this is just a quadrilateral)*(see the related links for images of trapezoids)