18.1k views
4 votes
According to Hilbert's axioms, which point is considered to be between points C and D?

User Abdoutelb
by
5.5k points

2 Answers

6 votes

Answer:

Point U

Explanation:

User Grynn
by
6.3k points
5 votes
According to Hilbert's axioms, point U is considered to be between points C and D.

Hilbert's axioms are a set of 20 assumptions which were proposed by David Hilbert in 1899.

It states that;

For every two points, A and B there exist a line a that contains them both. We can, therefore, write AB = a or BA = a. Also, If a point B lies between points A and C, B is also between C and A.
According to Hilbert's axioms, which point is considered to be between points C and-example-1
User Shevone
by
5.3k points