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What else can I help you with?
How is a circle different from a polygon?
Polygons have sides made of line segments (straigh lines). There are no line segments in a circle.
What is a two dimensional closed shape made of line segments?
They are polygons which have 3 or more line segments
What are closed figures made up of line segments?
polygons
Are circles polygons?
NO, a circle is not a polygon. A polygon is composed of a finite set of straight line segments, and a circle has NO straight line segments.
What has three or more line segments that do not cross?
a quadrilateral and other polygons
A closed two dimensional figure with line segments that meet at their endpoints?
polygons
What is a closed figure made up of straight line segments?
triangles , polygons ,quadrilaterals
What polygon has at least one pair of parallel line segments?
Many polygons, such as squares, rectangles, rhombi, parallelograms, etc. have more than 1 pairs of parallel line segments. Trapezoids have only 1 pair of parallel line segments. These few shapes are just quadrilaterals, other polygons also have more than 1 pair of parallel line segments (e.g. regularhexagons, octagons, etc.). Triangles never have any parallel line segments.
What letters can you make with 2 polygons by drawing 2 more line segments?
wat do you mean
What letters can be used by 3 line segments to make 3 polygons?
None in the Roman alphabet.
Which letter can you make 4 polygons by drawing 4 line segments?
The letter "H" can be used to create four polygons by drawing four line segments. By connecting the top and bottom horizontal lines and the two vertical lines in the center, you can form a square, two triangles, and a rectangle. Each of these shapes is considered a polygon, as they are closed figures with straight sides.
Is a bell a polygon?
A bell is a shape, but not a polygon. Polygons are constructed only from straight line segments, they do not contain curves (a circle is not a polygon either, unless you imagine it as being composed of infinitely many line segments, each of which is infinitely short).
