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Q: Which condition will create a gap or an overlap at vertex of polygons?
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Which condition will not create a gap or an overlap at vertex of polygons?

You might be referring to what's called a tesselation of space. Tiles on a floor are one example of a tesselation: each tile is a polygon (a square most often) and when they are laid on the floor properly there are no gaps or overlaps. A honeycomb shows another kind of tesselation.


When naming polygons you can start with any and then use all the vertex labels in order.?

vertex* * * * *Yes.


Which shape have more than one vertex?

All polygons and polyhedra.All polygons and polyhedra.All polygons and polyhedra.All polygons and polyhedra.


When naming polygons you can start with any?

vertex


Is a vertex is a regular polygon?

A vertex is the point where two (or more) lines meet. Polygons have vertices.


When naming polygons you can start with any then use all the vertex labels in order?

vertex* * * * *Yes.


What is a vertex in angles?

It is the singular of the plural vertices relating to angles of polygons


Two angles that have the same vertex share a common ray and do not overlap?

adjacent


What are adjacent angels?

Two angles that share a common side and a vertex and do not overlap.


What shares a common side and common vertex but don't overlap?

adjacent angles


What ways are there to fit four polygons around a vertex?

There are infinitely many even on the plane and infintely more in space.For Example:Take a square, draw the diagonals.The meeting point of the dialgonals is the vertex where three polygons (in this case triangles) meet.


Which shape has more than one vertex?

A vertex is the point at which two edges meet such as a corner. Shapes that have more than one vertex includes polygons. Triangles, rectangles, and octagons have more than one vertex.