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If-0-lt-a-b-lt-1-then-a-b-a-b-a-b-1-xyz-1-xyz-3-dxdydz-a-b-1-x-3-1-x-3-dx-3-




Question Number 153808 by mathdanisur last updated on 10/Sep/21
If  0<a≤b<1  then:  ∫_( a) ^( b) ∫_( a) ^( b) ∫_a ^( b) (((1 - xyz)/(1 + xyz)))^3 dxdydz ≥ (∫_a ^( b) ((1 - x^3 )/(1 + x^3 )) dx)^3
If0<ab<1then:bababa(1xyz1+xyz)3dxdydz(ba1x31+x3dx)3

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