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By Vasc

Posted: Sun Jun 01, 2008 7:57 pm
by Claudiu Mindrila
Sa se demonstreze ca oricare ar fi numerele reale \( a,b,c \) are loc inegalitatea: \( a(a+b)^3+b(b+c)^3+c(c+a)^3 \geq 0 \).

21933, G.M. 11-12/1989, Vasile Cirtoaje

Posted: Mon Jun 02, 2008 10:35 pm
by Marius Mainea
Rezolvarea este in GM 2/1991