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Yes. To be specific, a trapezoid is a quadrilateral polygon.
Polygon: a plane or figure that is formed by 3 or more segments, and each side only connects to 2 other sides.
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∙ 12y ago
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Whats the definition of a irregular polygon?
The definition of a irregular polygon is any polygon that is not a regular polygon.
What does a polygon have to have to be a polygon?
A polygon is a Two dimensional figure that is closed.
Do a polygon have to be closed for it to be a polygon?
Yes. A polygon is a closed figure.
What kind of polygon has the property that no line containing a side of a polygon will pass through the interior of the polygon?
It is a convex polygon.
What are the 1-10 polygons?
11
Is a trapeaziod a parallelogram?
No. A parallelogram has 2 sets of opposite sides parallel to each other, while the trapezoid figure only has 1 set of sides parallel to each other.
What is a polygon with equal sides and angles is a what polygon?
it seems to me that the only polygon of your description is a square
Types of polygons?
A type of polygon is a rhombusial polygon, trysectalnict polygon, and a equilateral polygon.
Is a traingle a regular polygon or a polygon?
A triangle (not traingle) is a polygon. It can be a regular polygon but need not be.
Is and arrow a polygon?
an arrow is or isn't a polygon?
Polygon A is a square. Polygon B has 4 more sides than polygon A. What type of polygon is B?
Polygon B is an octagon.
What is another name for equiangular polygon?
Regular polygon Equilateral polygon Polygon with rotational symmetry
What is a eqaulateral Polygon?
An equilateral polygon is a polygon where the length of all the sides of the polygon are the same length.
Whats the definition of a irregular polygon?
The definition of a irregular polygon is any polygon that is not a regular polygon.
Is a hexagon a polygon?
No, but a hexagon is a polygon.
What does a polygon have to have to be a polygon?
A polygon is a Two dimensional figure that is closed.
Do a polygon have to be closed for it to be a polygon?
Yes. A polygon is a closed figure.
