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What kind of plane has 3 points?
Every plane has 3 or more. There is a projective (or affine) plane with only 3 points.
What parallel lines intersect?
Parallel lines in the Euclidean plane do not intersect but all parallel lines in the projective plane intersect at the point at infinity.
How many lines can be in a geometric plane?
An infinite number in a Euclidean plane - which is the "normmal" plane. Some selected numbers in the finite or affine planes (but you need to be studying projective geometry to come across these).
How many points can be on one plane?
A minimum of three points are required to define a plne (if they are not collinear). And in projective geometry you can have a plane with only 3 points. Boring, but true. In normal circumstances, a plane will have infinitely many points. Not only that, there are infinitely many in the tiniest portion of the plane.
What is real and complex plane?
whet is real and complex plane
What kind of plane has 3 points?
Every plane has 3 or more. There is a projective (or affine) plane with only 3 points.
What is projective motion?
Projective motion is any motion defined in two dimensions. For example, if we mathematically project the three-dimensional path of a flying airplane onto a flat plane, the result is projective motion. The three-dimensional path was projected (thus the term) onto the flat plane..
What parallel lines intersect?
Parallel lines in the Euclidean plane do not intersect but all parallel lines in the projective plane intersect at the point at infinity.
What has the author Arnold Emch written?
Arnold Emch has written: 'An introduction to projective geometry and its applications' -- subject(s): Accessible book, Analytic Geometry, Geometry, Analytic, Geometry, Projective, Plane, Projective Geometry 'Mathematical models' -- subject(s): Mathematics, Study and teaching
What has the author Egbert Brieskorn written?
Egbert Brieskorn has written: 'Plane algebraic curves' -- subject(s): Algebraic Curves, Plane Curves, Projective Geometry
How many lines can be in a geometric plane?
An infinite number in a Euclidean plane - which is the "normmal" plane. Some selected numbers in the finite or affine planes (but you need to be studying projective geometry to come across these).
What has the author Eriko Hironaka written?
Eriko Hironaka has written: 'Abelian coverings of the complex projective plane branched along configurations of real lines' -- subject(s): Algebraic Surfaces, Algebraic varieties, Covering spaces (Topology)
What has the author Harold Scott Macdonald Coxeter written?
Harold Scott Macdonald Coxeter has written: 'The real projective plane' 'Generators and relations for discrete groups' -- subject(s): Group theory 'Regular complex polytopes' -- subject(s): Polytopes
How many points can be on one plane?
A minimum of three points are required to define a plne (if they are not collinear). And in projective geometry you can have a plane with only 3 points. Boring, but true. In normal circumstances, a plane will have infinitely many points. Not only that, there are infinitely many in the tiniest portion of the plane.
What is a non projective drawing?
A non projective drawing is a form of objective drawing. Projective drawings reveal the underlying personal structure of an individual.
What is the term to describe a test that uses patient reactions to ambiguous stimuli in order to reveal inner psychological dynamics?
The term is "projective test." These tests involve presenting individuals with ambiguous stimuli, such as images or words, and asking them to interpret or respond to what they see. The responses are then analyzed to reveal underlying thoughts, feelings, and motivations.
When was Projective - financial company - created?
Projective - financial company - was created in 2006.
