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If two lines intersect they intersect in an infinite number of ponits true or false?

false they intersect at a single point


How many planes can pass through line?

-- An infinite number of different planes can intersect the same line. -- The same line can lie in an infinite number of different planes. -- An infinite number of different lines can intersect the same plane.


What lines intersect at -2 3?

There is an infinite number of lines.


How many planes intersect to form a line?

A minimum of 2, but an infinite number of planes can intersect at the same line.


How many planes can intersect a line at a given point?

an infinite number; no limit


Can two planes in three dimensional space intersect at one point?

No, the two planes intersect at a line, which is an infinite number of points.


A plane and a line intersect at most in one point?

Yes, except when the line is in the plane. In the latter case, they intersect at each point on the line (an infinite number).


Name one thing that is infinite?

How about three things that are infinite. Counted number are infinite. The complete statement of PI is infinite. The result of 1 divided by 3 is infinite.


How many different planes may share exactly one point?

None. In conventional geometry, any intersection of two planes defines a line, which is an infinite number of points. Many planes may intersect along a single line, or any pair of planes may intersect creating a unique line, but however they intersect, the number of shared points is infinite. If the the planes do not intersect (if they are parallel), then they share zero points.


Can three lines intersect a on point?

Yes, in Euclidean geometry, an infinite number of lines can meet at one point.


If two lines intersect they intersect in an infinite number of points true or false?

False. If two lines intersect, they do so at exactly one point, provided they are not parallel. In Euclidean geometry, two distinct lines can either intersect at a single point or be parallel and never intersect at all.


Can three coplanar lines intersect twice?

In Euclidean planar geometry, not unless they're collinear, in which case they intersect an infinite number of times. In other types of geometry ... maybe.