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According to Hilbert's axioms, which point is considered to be between points c and d? t u e b

a) Point t
b) Point u
c) Point e
d) Point b

User Dmfrey
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1 Answer

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Final answer:

Without a diagram or additional context, it is impossible to answer which point lies between points c and d according to Hilbert's axioms.

Step-by-step explanation:

The question presented is asking for identification of a point that is between two other points, according to Hilbert's axioms. Without additional context or a diagram, it is impossible to determine which point (t, u, e, or b) lies between points c and d. Hilbert's axioms are a set of foundational axioms for geometry devised by David Hilbert, a renowned mathematician. They address the concepts of points, lines, and planes and the relationships between them. To determine which point lies between two others, one typically needs a visual representation or a description of their positions relative to one another.

User Ted Van Gaalen
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