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Let-a-b-c-0-and-a-2-b-2-c-2-3-Prove-that-a-3-b-c-3-9-




Question Number 145137 by loveineq last updated on 02/Jul/21
Let a≥b≥c≥0 and a^2 +b^2 +c^2  = 3. Prove that                                   a^3 +(b+c)^3  ≤ 9
Letabc0anda2+b2+c2=3.Provethata3+(b+c)39
Commented by justtry last updated on 02/Jul/21
Commented by puissant last updated on 02/Jul/21
merci
merci
Commented by loveineq last updated on 02/Jul/21
is that proving inequality?
isthatprovinginequality?
Answered by mitica last updated on 02/Jul/21
Answered by mitica last updated on 02/Jul/21
f(a)=a^3 +(√((6−2a^2 )^3  )),f:[1,(√3)]→R  a=1 maximum point
f(a)=a3+(62a2)3,f:[1,3]Ra=1maximumpoint
Commented by loveineq last updated on 02/Jul/21
  Ok, i see. thanks.
Ok,isee.thanks.

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