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Q: Two lines always meet in more than one point?
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Related questions

Do two lines always meet in more than one point?

yes


Two lines always never or sometimes meet in more than one point?

never


What is the 2 or more straight lines meet is called?

When 2 or more straight lines meet...the point where they meet is called the point of intersection


A point where two lines meet?

A point where two lines meet is called an intersection. Also, more than two lines can be intersected in one point.


Two lines that meet at a point?

Two lines that meet at one point is called an intersection. More than two seperae lines can be intersected at one point.


Two lines never meet in more than one point?

Correct. Two lines never meet in more than one point.


What is the point where two or more points meet?

The point where two or more lines meet is the intersection.


When three or more lines meet at the same point?

intersection


What two lines meet at a point?

I think you're talking about an intersection. An intersection is where two or more separate lines meet each other in one point.


What is the definition of a Intersecting line?

Two or more lines that meet at a point are called intersecting lines.


What is the mathematical word for a point where two or more lines meet?

intersection


What do you call when two lines have meet?

It depends what shape the lines meet in. If they meet in a triangle the point in which the lines meet are called the vertex.In Geometry, this isn't precisely true, since there are no "lines" in a triangle, only line segments.In Euclidean (standard) geometry, two lines can only:(a) meet at a single "point"; OR(b) never meet (they are parallel lines).You could ask "what if they meet at several points?". In that case, there is just one line. A line goes on infinitely far in either direction. And if two lines meet at more than one point, they are congruent at every point, and are therefore both just the same line. It is impossible for two different lines to meet at two or more points in Euclidean geometry.