let tbe fraction F(x)=(1/(x^n −1)) with n from n and n≥2 1) find the poles of F and decompose it inside C(x) 2)decompose F(x)inside R(x) 3) calculate ∫


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Question Number 57234 by maxmathsup by imad last updated on 31/Mar/19
$let tbe fraction F(x)=(1/(x^n −1)) with n from n and n≥2 1) find the poles of F and decompose it inside C(x) 2)decompose F(x)inside R(x) 3) calculate ∫_2 ^3 F(x)dx .$
$l e t t b e f r a c t i o n F (x) = \frac{1}{x^{n} - 1} w i t h n f r o m n a n d n ⩾ 2$ $1) f i n d t h e p o l e s o f F a n d d e c o m p o s e i t i n s i d e C (x)$ $2) d e c o m p o s e F (x) i n s i d e R (x)$ $3) c a l c u l a t e \int_{2}^{3} F (x) d x .$
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