funções Graceli infinitesimais progressimais.

quarta-feira, 17 de fevereiro de 2016

p®

∞

\Sigma

{\int}

I = [p + x / [ p-1]

i = 1

p®

∞

\Sigma

{\int}

I = [p[/p/pP] + x / [ p-1]

i = 1

p®

∞

\Sigma

{\int}

I = [p[/p/pP] +log x/x[n] / [ p-1]

i = 1

p®

∞

p =

\Sigma

{\int}

I = [p[/p/pP] +log x/x[n] / [ p-1/logx/x[n]]

i = 1

p®

∞

g =

\Sigma

{\int}

I = [p[/p/pP] +log x/x[n] / [[p/pP] /[ p-1/logx/x[n]]]

i = 1

i[p/pP]

g COS p + i SEN [p/pP].

i[p/pP][LOGx/x[n]]

g COS p + i SEN [p/pP][LOGx/x[n]]