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These problems deal with sequences of numbers. Can you spot what the sequences' rules are?
Given the set {1, 2, 3, ..., 144}, what is the largest subset of integers such that no three of the integers in the subset correspond to sides of a triangle?
(No Solution Yet, 1 Comments) Submitted on 2024-12-22 by Brian Smith   
Page 5 of 29   << prev next >>    
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Difficulty: 3 of 5At least 3 zeroes |
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Difficulty: 2 of 5Name the sequence |
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Difficulty: 1 of 5What's next? (3) |
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Difficulty: 4 of 5Just 3 digits |
Posted on 2018-05-17 by Ady TZIDON (Solution Posted, 4 Comments)
Difficulty: 2 of 5What's Seven Got To Do With It? | Rating: 3.00
Posted on 2018-05-14 by Larry (Solution Posted, 2 Comments)
Difficulty: 4 of 5How about 138? |
Posted on 2018-05-10 by Ady TZIDON (No Solution Yet, 4 Comments)
Difficulty: 2 of 5Simple recursion |
Posted on 2018-04-08 by Ady TZIDON (No Solution Yet, 1 Comments)
Difficulty: 3 of 5Prime records | Rating: 4.50
Posted on 2018-04-06 by Math Man (No Solution Yet, 5 Comments)
Difficulty: 2 of 5One square implies many |
Posted on 2018-03-28 by Ady TZIDON (No Solution Yet, 6 Comments)
Difficulty: 2 of 5Starting with 1,2,3 |
Posted on 2018-03-17 by Ady TZIDON (No Solution Yet, 1 Comments)
Difficulty: 4 of 5Seven given - the eighth TBD |
Posted on 2018-03-14 by Ady TZIDON (Solution Posted, 6 Comments)
Difficulty: 3 of 515=5*3 |
Posted on 2018-03-01 by Ady TZIDON (Solution Posted, 1 Comments)
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