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Tell whether or not the statement is always true for a particular finite geometry. Statement 3-Point 4-Line 4-Point Fano Pappus Desargues UIS. ** SVCII TIIIC. Each point of the geometry lies on exactly three lines of the geometry. All the axioms are also true statements in ordinary Euclidean geometry. Changing the last axiom can result in Young's geometry.

Tell whether or not the statement is always true for a particular finite geometry. Statement 3-Point 4-Line 4-Point Fano Pappus Desargues UIS. ** SVCII TIIIC. Each point of the geometry lies on exactly three lines of the geometry. All the axioms are also true statements in ordinary Euclidean geometry. Changing the last axiom can result in Young's geometry.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Tell whether or not the statement is always true for a particular finite geometry. Statement 3-Point 4-Line 4-Point Fano Pappus Desargues Each point of the geometry lies on exactly three lines of the geometry. All the axioms are also true statements in ordir Euclidean geometry. Changing the last axiom can result in Young's geometry.
Transcribed Image Text:Tell whether or not the statement is always true for a particular finite geometry. Statement 3-Point 4-Line 4-Point Fano Pappus Desargues Each point of the geometry lies on exactly three lines of the geometry. All the axioms are also true statements in ordir Euclidean geometry. Changing the last axiom can result in Young's geometry.
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