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A line or a ray - depending on whether the planes are finite or infinite.

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βˆ™ 12y ago
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Q: Which figure could be the intersection of two planes a line a ray a point or segment?
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Which figure could be the intersection of two planes?

A straight line, and nothing else.


The intersection of two planes could be a?

crash


Could the intersection of 3 planes be a line?

The intersection of 2 non-parallel planes is always a line.The intersection of 3 planes doesn't have to be a line, but it can be. If it is,then there are an infinite number of other planes that can also intersect thosethree along the same line.


Which figure could be the intersection of two planes?

line


A plane figure formed by coplanar segments such that each segment intersects exactly two other segments and no two segments with a common endpoint are collinear?

If each segment intersects exactly two other segment but could, if extended, intersect the third, then the figure is a quadrilateral. Otherwise it is a parallelogram.


Which figure is formed by perpendicular rays?

Depending on the location of the intersection, there are many things though could be formed, but to pick commons, it could form a +, T, L


What figure is formed by the intersection of two quadrilaterals?

It could be a triangle, a quadrilateral, a pentagon, a hexagon or even an octagon if they are two concave quadrilaterals.


Is there an adverb for intersection?

The word there could be an adverb applied to a street or intersection.


What 3d shape has 0 vertices 2 edges and 3 faces?

If they are all plane faces then there is no such figure. Otherwise it could be a sphere intersected by two planes, an ellipsoid intersected by two planes, a cone intersected by two planes, or one of several other shapes.


How could you change a line segment into a ray?

by adding a segment


Do two planes intersects?

two planes intersect in one line, or the planes could be parallel. by the way there is no such thing as skew planes...


Could a segment ba be the same as segment CD?

Yes, but then again it depends on what or where they are!