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Assessment
What is the primary purpose of Hilbert's axiomatization of geometry?
To establish a set of axioms that can derive all geometric theorems.
To promote non-Euclidean geometry as the sole geometry.
To simplify geometric problems using computational methods.
To create a visual representation of geometric concepts.
How many axioms did Hilbert propose in his axiomatization of geometry?
20
5
21
10
Which of these concepts is NOT included in Hilbert's axiomatization?
Points
Lines
Parallel Postulate
Trapezoids
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