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Convex.

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Q: What is a term that best describes a polygon in which no line containing the side of the polygon will pass through the interior of the polygon?
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Related questions

Which term describes a polygon in which no line containing a side of the polygon will pass through the interior of the polygon?

convex


Which term describes a polygon in which at least two lines containing sides of the polygon will pass through the interior of the polygon?

concave


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 polygon has the property that no line containing a side of the polygon will pass through the interior of the polygon?

convex TeTe <3


Which term describe a polygon in which at least two lines containing side of the polygon will pass through interior of the polygon?

concave


Which term describes a polygon in which at least two lines containing sides of the polygon will pass through?

concave


What is the name of a polygon with no side that passes through the figures interior?

Convex polygon. When the sides are extended, none of them pass through the polygon's interior.


A polygon has the property that there is a line which contains a side of the polygon and passes through the interior of the polygon?

Concave


What kind of polygon has the property that there is a line which contains a side of the polygon and passes through the interior of the polygon?

It is a concave or reentrant polygon.


What term describe a polygon in which at least two lines containg sides of the polygon that will pass through the interior of the polygon?

A concave polygon.


What is the difference between alternate interior angles and interior angles?

An interior angle is an angle defined by two sides of a polygon and that is inside the polygon. Opposite interior angles are specific pairs of interior angles, those that are opposite each other in the polygon. Alternate or opposite interior angles are also angles that lie on opposte sides of the tranversal line that cuts through parallel lines.


Is a square with a line through a polygon?

No.