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Intersection

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Q: What is a set of points that two or more plane figures have in common?
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The set of points that two or more plane figures have in common?

intersection Just kiding or maybe


Is the set of points two or more figures have in common?

Their intersection.


Set of points that two or more geometric figures have in common?

Intersection.


What is a point or set of points common to two or more geometric figures called?

It is called the intersection of the two figures.


What does noncoplanar mean?

Noncoplanar is a term in geometry referring two or more figures, lines, or points that do not all lie in the same plane.


The set of points that two or more geometric figures have in common?

hahaha there is no answer...gotcha ya...of course there is an answer but i have no idea what it is!


Alyssa draws two different plane figures. Her plane figures either have more than 4 sides or fewer than 4 vertices. Which plane figures does she draw?

polygon of more than 4 sides and a triangle.


What are points that lie on the same plane?

Points that lie on the same plane are coplanar. Generally, three points have to be coplanar, but more than that can be in any plane.


What kind of plane has 3 points?

Every plane has 3 or more. There is a projective (or affine) plane with only 3 points.


What do you call two or more points that lie on the same plane?

Points on the same plane are coplanar lines.


What is coplanar points?

Definition of Coplanar points: Coplanar means that the points are on the equal plane. Plane is a two-dimensional object, with as such is a bit more complicated.Collinear,line,plane and point are the related terms of coplanar.Points that are on the same plane. 2 points are alwayscoplanar...3 points are always coplanar...4 points are sometimes coplanar.


How many sides does a figure have?

2 dimensional (plane) figures can have three or more straight edges as sides. 3 dimensional (solid) figures can have four or more plane sides (faces). They can have fewer sides if the sides are not straight.