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If-a-4-b-4-c-4-d-4-16-Prove-that-a-5-b-5-c-5-d-5-32-




Question Number 75883 by TawaTawa last updated on 19/Dec/19
If    a^4  + b^4  + c^4  + d^4    =   16  Prove that,        a^5  + b^5  + c^5  + d^5    ≤   32
Ifa4+b4+c4+d4=16Provethat,a5+b5+c5+d532
Commented by prakash jain last updated on 19/Dec/19
a^4 ≤16  ⇒−2≤a≤2  a,b,c,d all lie in range [−2,2]  ⇒a^5 +b^5 +c^5 +d^5   ≤2(a^4 +b^4 +c^4 +d^4 )=32■
a4162a2a,b,c,dalllieinrange[2,2]a5+b5+c5+d52(a4+b4+c4+d4)=32◼
Commented by TawaTawa last updated on 23/Dec/19
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Godblessyousir

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