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Ejercicios resueltos de C´ALCULO

Ejercicios resueltos de C´ALCULO

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Sucesiones y series funcionales 143<br />

Los valores <strong>de</strong> los coeficientes son:<br />

a0 = 4<br />

3<br />

a3k = 0<br />

a3k+1 = − 3√ 3<br />

2(3k + 1)π<br />

a3k+2 =<br />

3 √ 3<br />

2(3k + 2)π<br />

b3k = 0<br />

3<br />

b3k+1 =<br />

2(3k + 1)π<br />

3<br />

b3k+2 =<br />

2(3k + 1)π<br />

k es periódica <strong>de</strong> periodo 2π y no verifica ninguna condición <strong>de</strong> simetría.<br />

a0 = 1<br />

π<br />

an = 1<br />

π<br />

bn = 1<br />

π<br />

2π<br />

0<br />

2π<br />

0<br />

2π<br />

<strong>Ejercicios</strong> <strong>resueltos</strong> <strong>de</strong> Cálculo. c○Agustín Valver<strong>de</strong><br />

0<br />

(1 − x)dx = 2(1 − π)<br />

(1 − x) cos nxdx = 0<br />

(1 − x) sen nxdx = 2<br />

n

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