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What else can I help you with?
What is the name of a two sided polygon?
there is no such thing as two-sided polygon.
What are the 1-10 polygons?
11
What do you call a polygon with 2 equal sides?
There's no such thing as a two-sided polygon. In order for a shape to be a polygon, it has to have at least three sides.
Is there such thing as a nine sided polygon?
Yes, it is called a nonagon.
Is a hecigon a polygon?
There is no such thing as a hecigon. If you mean a hexagon, then yes. A hexagon is a 6-sided polygon.
What is a 2-sided polygon called?
There is no such thing as a two-sided polygon.
What is the sum of the exterior angles of a 2 sided polygon?
There is no such thing as a 2-sided polygon.
What is the name of a two sided polygon?
there is no such thing as two-sided polygon.
What are the 1-10 polygons?
11
What do you call a polygon with 2 equal sides?
There's no such thing as a two-sided polygon. In order for a shape to be a polygon, it has to have at least three sides.
What does one sided polygon called?
There is no such thing. A polygon has 3 or more sides.
What is the name of a 2-sided polygon?
There cannot be any such thing. I think it's a right angle
What is the given name of the 2 sided polygon?
Normally the minimum number sides a polygon can have is 3 which is a triangle and probably there is no such name given to a 2 sided polygon.
How many diagonals are in a 7 sided polygon?
A 4-sided polygon has 2 diagonals. A 5-sided polygon, 5. 6-sided, 9. By induction, an n-sided polygon has 'n*(n-3)/2' diagonals. "n" is how many sides a shape has. so, (7)*(7-3)/2 now we have, 7*4/2 so, 28/2 = 14 Therefore, a 7-sided polygon would have 14 diagonals.
What does a rectangular hexagon look like?
No such thing . . . A rectangle is a four sided polygon and a hexagon is a six sided polygon. How they could mix, I have no clue.
Is there such thing as a nine sided polygon?
Yes, it is called a nonagon.
Is a hecigon a polygon?
There is no such thing as a hecigon. If you mean a hexagon, then yes. A hexagon is a 6-sided polygon.
