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17 Nov 2019
number 37
sigma^infinity_k = 0 x^k/k + 1 sigma^infinity_k = 0 3^k x^k sigma^infinity_k = 0 k!/2^k x^k sigma^infinity_k = 1 5^k/k^2 x^k sigma^infinity_k = 1 x^k/k(k + 1) sigma^infinity_k = 1 (-1)^k - 1 x^k/Squareroot k sigma^infinity_k = 0 3^k/k! x^k sigma^infinity_k = 0 x^k/1 + k^2 sigma^infinity_k = 0 (3/4)^k (x + 5)^k sigma^infinity_k = 1 (-1)^k + 1 (x + 1)^k/k sigma^infinity_k = 1 (-1)^k (x + 1)^2k + 1/k^2 + 4 sigma^infinity pi^k (x - 1)^2k/(2k + 1)!
number 37
sigma^infinity_k = 0 x^k/k + 1 sigma^infinity_k = 0 3^k x^k sigma^infinity_k = 0 k!/2^k x^k sigma^infinity_k = 1 5^k/k^2 x^k sigma^infinity_k = 1 x^k/k(k + 1) sigma^infinity_k = 1 (-1)^k - 1 x^k/Squareroot k sigma^infinity_k = 0 3^k/k! x^k sigma^infinity_k = 0 x^k/1 + k^2 sigma^infinity_k = 0 (3/4)^k (x + 5)^k sigma^infinity_k = 1 (-1)^k + 1 (x + 1)^k/k sigma^infinity_k = 1 (-1)^k (x + 1)^2k + 1/k^2 + 4 sigma^infinity pi^k (x - 1)^2k/(2k + 1)!
8 Jul 2023
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Elin HesselLv2
6 Feb 2019
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