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What is the name of two or more lines meeting at some common point?
Two or more lines meeting at a common point are called intersecting lines.
What is it called when two lines have a common point?
The common point is called the intersection.
Two coplanar lines with no point in common are?
parallel
When two lines have a point in common we say that they?
intersect
When two coplanar lines have one common point?
It is their intersection.
What is the name of two or more lines meeting at some common point?
Two or more lines meeting at a common point are called intersecting lines.
Can two lines share a point?
If two lines cross they share a point of intersection. For two straight lines this is limited to one common point, for two circles two points and for complex lines like two sine waves the number of common points has no limit.
What is it called when two lines have a common point?
The common point is called the intersection.
Two coplanar lines with no point in common are?
parallel
When two lines have a point in common we say that they?
intersect
What is the common point at which two lines meet?
point I believe the word you're looking for is "intersection". Two non-parallel lines that lie in the same plane will have one point in common where they cross, and that point is the intersection.
Lines with one point in common?
Two lines with one point in common are said to intersect at that point. Any two straight lines with infinite length will eventually intersect each other, unless they are parallel to each other.
Two lines that have a point in common must be coplanar?
True
What do you call two lines that have a point in common?
They would be intersecting.
When two coplanar lines have one common point?
It is their intersection.
What term describes two lines that have a point in common?
coplanar
In discrete geometry do two crossing lines intersect in a point?
Discrete lines may or may not intersect at a point they share. . . Example: . . . . . . common point in center . . . . Example: . . . . . no common point in center . . .
