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What does a 9-sided polygon look like?
A polygon have 4 or more sides. It has no gaps between it. Regular polygons usually have six or ten sides.
What are regular polygon names?
Regular polygons are named based on the number of their sides. For example, a triangle has three sides, a square has four, a pentagon has five, and a hexagon has six. As the number of sides increases, the names continue with heptagon (seven), octagon (eight), nonagon (nine), and decagon (ten). Beyond ten sides, polygons are often referred to by their Greek numerical prefixes, such as dodecagon for twelve sides, and so forth.
What shapes have more than ten sides?
There is no special name: they are polygons, as are shapes with 3 or 3 million sides.
What are the first ten polygons called?
pentagon (5 sides) hexagon (6 sides) heptagon ( 7 sides) octagon (8 sides) nonagon (9 sides) decagon (10 sides)
Names of theire sides and the name of polygons?
The first ten polygons in order of names and sides are as follows:- Triangle has 3 sides Quadrilateral has 4 sides Pentagon has 5 sides Hexagon has 6 sides Heptagon has 7 sides Octagon has 8 sides Nonagon has 9 sides Decagon has 10 sides Undecagon has 11 sides Dodecagon has 12 sides
What is a shape with ten equal sides?
A regular decagon.
Is the polygon with ten sides regular?
no its noti am smart
How do you make a decagon?
''Decagon'' is any polygon with ten sides and ten angles ''Regular decagon'' is a polygon with ten sides of equal length and all angles equal to 144°
How many sides does a regular polygon have with the total interior angle of 1440?
Ten of them.
A polygon with ten sides and angles is a?
The name of a regular polygon, with ten equal sides and ten equal angles, is a decagon, from the Greek word "deka", meaning ten.
Shape ten sides?
The shape is called a decagon. If all the sides and angles are the same, it is called a regular decagon.
What are the names of the regular shapes with 3 and 10 sides?
A shape with three sides is called a triangle. A shape with ten sides is called a decagon.
