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EQUAÇÕES GRACELI [22]

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fevereiro 05, 2023

f [x] = cos $n!,$ [[ $n!,$ ${\frac {\pi }{2}}t^{2}$ ] $({\frac {\pi }{2}})^{1/2}$ $E_{n}$ $B_{n}$ $B_{n}(x)$ + sen $n!,$ [[ $n!,$ ${\frac {\pi }{2}}t^{2}$ ] $({\frac {\pi }{2}})^{1/2}$ $E_{n}$ $B_{n}$ $B_{n}(x)$ - $\zeta (s)$

B_{n}(x)

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fevereiro 05, 2023

f [x] = ][ n! , / pk] = f [x] = 1 / ][ n! , / pk] = f [x] = 1/ cos / ][ n! , / pk] = f [x] = 1/ cos / ][ n! , / pk] + f [x] = 1 sen / ][ n! , / pk] ][ - . = = f [x] = 1 / ][ n! , / pk] = f [x] = 1/ cos / ][ n! , / pk] = f [x] = 1/ cos / ][ n! , / pk] + f [x] = 1/ sen / ][ n! , / pk] ][ - . = = f [x] = ][ n! , / pk] = f [x] = ][ n! , / pk] = f [x] = cos / ][ n! , / pk] = f [x] = cos / ][ n! , / pk] + f [x] = 1 sen / ][ n! , / pk] ][ - . = = f [x] = ][ n! , / pk] = f [x] = 1 / cos /...

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fevereiro 20236