Question:

7. Prove that in the hyperbolic plane, given a positive integer n there exist n + 1 lines such that each set of n of the lines is in a half-plane of the remaining line.

Last updated: 8/15/2022

7. Prove that in the hyperbolic plane, given a positive integer n there exist n + 1 lines such that each set of n of the lines is in a half-plane of the remaining line.

Prove that in the hyperbolic plane, given a positive integer n there exist n + 1 lines such that each set of n of the lines is in a half-plane of the remaining line.