Series De Fourier Dientes De Sierra (diablo)
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Aguilar Cortez Francisco Xavier – 2015350009 – Transformada de Funciones – 23/10/2015 – Series de Fourier – 3EX 7
∞
f ( t )=
[
cos(nπ) −2 sin(nπt) ∑ π n=1 n
] M. en C. Sánchez Carrillo Sergio
Aguilar Cortez Francisco Xavier – 2015350009 – Transformada de Funciones – 23/10/2015 – Series de Fourier – 3EX 7
∞
[
cos ( nπ −1 ) 1 2 f ( t )= + 2 ∑ cos (nπt) 2 2 π n=1 n
] M. en C. Sánchez Carrillo Sergio
Aguilar Cortez Francisco Xavier – 2015350009 – Transformada de Funciones – 23/10/2015 – Series de Fourier – 3EX 7
∞
[
]
cos ( 2 nπ ) +n π f ( t )= + ∑ sin(2nt ) 2 2 n=1 2π n
M. en C. Sánchez Carrillo Sergio
∞
f ( t )=
[
cos(nπ) −2 sin(nπt) ∑ π n=1 n
] M. en C. Sánchez Carrillo Sergio
Aguilar Cortez Francisco Xavier – 2015350009 – Transformada de Funciones – 23/10/2015 – Series de Fourier – 3EX 7
∞
[
cos ( nπ −1 ) 1 2 f ( t )= + 2 ∑ cos (nπt) 2 2 π n=1 n
] M. en C. Sánchez Carrillo Sergio
Aguilar Cortez Francisco Xavier – 2015350009 – Transformada de Funciones – 23/10/2015 – Series de Fourier – 3EX 7
∞
[
]
cos ( 2 nπ ) +n π f ( t )= + ∑ sin(2nt ) 2 2 n=1 2π n
M. en C. Sánchez Carrillo Sergio
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