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ideal point

noun

, Mathematics.
  1. the point at infinity in projective geometry at which parallel lines intersect.


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Word History and Origins

Origin of ideal point1

First recorded in 1875–80
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Example Sentences

If you know you will need a break halfway to your favorite leaf-peeping spot, find the ideal point on the Geocaching map and scope out the area for available caches.

Justice is the dead-point in a series of acts—the ideal point at which contrary forces neutralize each other to produce inertia.

Yet at the same time a place in the crowd constitutes an ideal point of view.

It follows that any two lines belonging to an ideal point can be used as the pair of guiding lines in the definition.

An ideal point is said to be coherent with a plane, if any of the lines composing it lie in the plane.

An ideal point is termed proper, if the lines composing it intersect; otherwise it is improper.

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