Let n be the element of N and let a1,a2,...,an be positive real numbers such that
a1+a2+a3+...+an= (1/(a1)^2)+(1/(a2)^2)+...+(1/(an)^2)
Prove that for any m=1,2,...,n there exist m numbers among ai whose sum is at least m.
Let n be the element of N and let a1,a2,...,an be positive real numbers such that
a1+a2+a3+...+an= (1/(a1)^2)+(1/(a2)^2)+...+(1/(an)^2)
Prove that for any m=1,2,...,n there exist m numbers among ai whose sum is at least m.