RedLeader
Bluelight Crew
^ Good, you solved it way easier than I did.
I ended up applying the Root-Mean-Square Inequality* to the a_i and found what max(a_i) value would result in a contradiction.
* 1/n sum(a_(i^2)) >= A^2 for A= 1/n sum(a_i)
Good job though!
Edit: I guess ya you did do the same thing I did, I just missed the linear correlation between m and a_16 and thus went on a wild number chase
I ended up applying the Root-Mean-Square Inequality* to the a_i and found what max(a_i) value would result in a contradiction.
* 1/n sum(a_(i^2)) >= A^2 for A= 1/n sum(a_i)
Good job though!
Edit: I guess ya you did do the same thing I did, I just missed the linear correlation between m and a_16 and thus went on a wild number chase

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