Author |
Topic: 101 numbers from 1-200 (Read 582 times) |
|
BNC
Uberpuzzler
Gender:
Posts: 1732
|
|
101 numbers from 1-200
« on: Feb 23rd, 2003, 11:34am » |
Quote Modify
|
Prove that choosing any 101 different numbers from the range 1-200, 1. At least two are co-prime (no common dividers -- I think that's the right term) 2. At one of them is a divider of another
|
|
IP Logged |
How about supercalifragilisticexpialidociouspuzzler [Towr, 2007]
|
|
|
NickH
Senior Riddler
Gender:
Posts: 341
|
|
Re: 101 numbers from 1-200
« Reply #1 on: Mar 2nd, 2003, 10:19am » |
Quote Modify
|
Nice problems! I offer the following clue: Pigeonhole Principle!
|
|
IP Logged |
Nick's Mathematical Puzzles
|
|
|
|