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Some Triangles Sum 2014 (Posted on 2014-08-12) Difficulty: 3 of 5
Determine all possible sequences of consecutive triangular numbers whose sum is precisely 2014.

Extra Challenge: A non computer program based method.

No Solution Yet Submitted by K Sengupta    
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re(2): Possible Solution | Comment 4 of 5 |
(In reply to re: Possible Solution by Charlie)

Broll seems to have found sequences of consecutive integers, not consecutive triangular numbers.


His 4 sequences are:

a) 2014   
b) 502 + 503 + 504 + 505   
c) 97 + 98 + ... + 115   
d) 12 + 13 + ... + 63 + 64



  Posted by Steve Herman on 2014-08-12 22:15:44
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