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1/(1-x)
sum from 0 to infin of xn
converges for 1/(1-x)
converges for abs value of x < 1
ln (1+x)
sum from 0 to infin of (-1)n (xn+1) / (n+1)
convergence for ln (1+x)
converges for abs value of x < 1
ex
sum from zero to infin of (xn) / (n!)conv
convergence for ex
converges for all x
sin x
sum from zero to infin of (-1)n (x2n+1) / (2n+1)!
convergence for sin x
converges for all x
cos x
sum from 0 to infin of (-1)n (x2n) / (2n)!
convergence for cos x
converges for all x