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let-S-n-x-k-0-n-e-k-sin-k-2-x-1-determine-2-sequence-U-n-x-and-V-n-x-wich-verify-U-n-S-n-V-n-2-let-S-lim-n-S-x-study-the-convergence-of-S-




Question Number 63651 by mathmax by abdo last updated on 06/Jul/19
let S_n (x)=Σ_(k=0) ^n  e^(−k) sin(k^2 x)  1) determine 2 sequence  U_n (x) and V_n (x) wich verify U_n ≤ S_n ≤ V_n   2) let  S =lim_(n→+∞)  S(x)  study the convergence of S.
letSn(x)=k=0neksin(k2x)1)determine2sequenceUn(x)andVn(x)wichverifyUnSnVn2)letS=limn+S(x)studytheconvergenceofS.

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