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Bunuel
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LevanKhukhunashvili
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LevanKhukhunashvili

this question does not seem to be gmat type question ...
i happened to google question its source like many of the todays post is coming from " American Mathematics Competitions."
I am not sure why Bunuel is posting questions from such sources?
Bunuel most of us are daily following your posts and solving questions which are posted by you , but questions such as the one posted if not from relevant gmat source does makes our lives difficult :| , please tag such questions as out of scope so that we can atleast figure them out that they arent relevant to gmat..


LevanKhukhunashvili
Was stuck, couldn't solve :(

The sum of m first positive odd integers=\(m^2\)
The sum of n first positive even integers= n*(n+1)

\(m^2\)-n*(n+1)=212

Then hard times begin

I could move a bit forward:
n*(n+1) is even, as out of two consecutive integers one must be even and even multiplied by any integer is even
m must be even as only even-n*(n+1)=even
m is more than 16 as \(16^2\)= 256

Looking forward to an official solution or to an expert reply

You can ignore questions marked as Out of scope when practising. Other questions are GMAT relevant.
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