The following Maclaurin series may be useful. ex S Σ for all x, n! n=0 00 (-1)" z2n (2n)! . cos x = for all x, n=0 sin x = (-1)" z2n+1 for all x, n=0 (2n +1)! 8 W (-1)"-12" In(1 + x) = for - 1<< 1, n n=1 (-1)" 22n+1 for-1<x< 1, arctan z = n=0 2n +1 p(p-1) p(p-1) (-2) (1+x) = 1 + px + -22 + -2+ 2! 3!
Зл Πf Ση1 αη - 34, find limn700 sin(a)+11 4 11 4 O | επ 2 8 Ο 3 Ο Ο
The following Maclaurin series may be useful. ex S Σ for all x, n! n=0 00 (-1)" z2n (2n)! . cos x = for all x, n=0 sin x
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The following Maclaurin series may be useful. ex S Σ for all x, n! n=0 00 (-1)" z2n (2n)! . cos x = for all x, n=0 sin x
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