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o quo dá ninda<br />

152<br />

lim u--^(0) = 1-/^(0).<br />

n = oo 2 Z<br />

:]." — Se é A r = o e a negativo, temos, pondo — x = y,<br />

r° . s sen nx , ç* . . sen nx .<br />

u = / ) + cos 2 (p — x) + ... + cos n (p — x)<br />

sen (2« + 1) t-?<br />

2 sen r<br />

tira-se, a e 6 representando dous numéros cuja diflerença não<br />

excede 2ir e x um numero compreliendido entre a eb,<br />

(») Jorna/ de CreZ/e, tomo 4.

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