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What is a polygon with 5 congruent sides?
A polygon with five congruent sides is a pentagon.
How many congruent sides does a polygon have?
It all depends on what kind of polygon it is. It may have no congruent sides or all congruent sides.
What is a four-sided polygon with two pairs of congruent sides and the congruent sides are adjacent?
A polygon.
A polygon with sides that are not all congruent and or angles that are not all congruent?
a regular polygon
What has congruent sides and congruent angles?
Regular polygons have congruent sides and angles
What is a polygon with 5 congruent sides?
A polygon with five congruent sides is a pentagon.
Is a regular polygon a polygon with all sides congruent?
A regular polygon is a polygon with congruent sides and interior angles.
How many congruent sides does a polygon have?
It all depends on what kind of polygon it is. It may have no congruent sides or all congruent sides.
What is a foursided polygon?
A quadrilateral
If all the sides of a polygon are congruent what type of polygon is it?
It is an equilateral polygon. It is not a regular polygon. For the polygon to be regular, it is not enough for the sides to be congruent: all the angles need to be congruent as well.
A polygon with not all sides and angles congruent?
It would be an irregular polygon that has not congruent sides and angles
What is a four-sided polygon with two pairs of congruent sides and the congruent sides are adjacent?
A polygon.
A polygon with all sides congruent is a what?
It's equilateral !!! A polygon with all sides congruent is equilateral.
When a polygon does not have congruent sides it is called?
It is called an irregular polygon. However, an irregular polygon can have congruent sides if all angles are not equal.
A polygon that has all sides congruent and all angles congruent?
A regular polygon
A polygon with sides that are not all congruent and or angles that are not all congruent?
a regular polygon
What is a convex polygon with congruent sides and congruent angels?
That is called a regular polygon.
