- #1
blursotong
- 15
- 0
i have a question regarding adsolute and conditional convergence of alternating series.
- i know that summation of [ tan(pi/n) ] diverge, but how do we proof it converge conditionally? (ie, (-1)^n tan(pi/n) ]
can Leibiniz's theorem be used in this case? but tan(pi/2) is infinite?
any help is appreciated. =D
- i know that summation of [ tan(pi/n) ] diverge, but how do we proof it converge conditionally? (ie, (-1)^n tan(pi/n) ]
can Leibiniz's theorem be used in this case? but tan(pi/2) is infinite?
any help is appreciated. =D