somatórios de polinômios Graceli.

\Sigma

{\int}

i = [a] log θ lal[ga] /θ lal[ga] *P [n]

i = [a] log θ /θ

\Sigma

{\int}

[ i [logx/x [n]

i = m

\Sigma

{\int}

[ i [logx/x * pP[n] ]

i = m

x = 1/n

\Sigma

{\int}

[ i [logx/x * pP[n] ]

i = logx/x [n]

\Sigma

{\int}

a f [i] [ i [logx/x * pP[n] ]

i = logx/x [n]

m /x

\Sigma

{\int}

a f [i] [ i [logx/x * pP[n] ]

i = logx/x [n]* pP

sábado, 20 de setembro de 2014

funções somatórias de polinômios Graceli.

\Sigma

{\int}

i = [a] log θ lal[ga] /θ lal[ga] *P [n]

i = [a] log θ /θ

\Sigma

{\int}

i = [a] log θ lal[ga] /θ lal[ga] *P [n]

i = [a] log θ /θ * pP

\Sigma

i = [a, R,0] / [a] log θ /θ * pP
i = logx/x [n] + pP

n

\Sigma

i = [a, R,0] / t =
i = logx/x [n] + pP

funções somatórias Graceli.

n

\Sigma

i = [a, R,0]
i = logx/x [n] + pP

n

\Sigma

i = [a, R,0] / t =
i = logx/x [n] + pP

n

\Sigma

i =

f(x,y)

i = logx/x [n] + pP [[a, R,0]

n

\Sigma

i = 2 sen(θ/2
i = logx/x [n] + pP [[a, R,0]

n

\Sigma

i = 1 − cos(θ)
i = logx/x [n] + pP [[a, R,0]

\Sigma

i = r = a/θ + log r /r [n]
i = logx/x [n] + pP [[a, R,0]

r = raio.

n x

2 4 6 [n]

\Sigma

I [y = pP] +logx/x [n] = 1+logx/x [n] + 2+logx/x [n] + 3+logx/x [n] [n]
i = pP