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1/1-x
x^n --> R=1
ln (1+x)
(-1)^n x^n+1/n+1 --> R=1
arctan(x)
(-1)^n x^2n+1/ 2n+1 --> R=1
e^x
x^n/n!--> infinity
sin (x)
(-1)^n x^2n+1/ (2n+1)! --> R=infinity
Cos(x)
(-1)^n x^2n/(2n)! --> R=infinity
(1+x)^k (binomial series)
k(k-1) (k-2)… (k-n+1) x^n/ n! --> R=infinity , k>0
R=1 (otherwise)