The series ...................... can be summed till infinity  (True /False).Please Explain

True.

The series can be written as:  ( 1  -  1/2 )  +  ( 1/2  -  1/3 )  +  ( 1/3  -  1/4 )  +  ..................  +  ( 1/n  -  1/(n + 1) )

                                                  =   1  -  1/( n + 1 )

When 'n' tends to infinity, the sum of the series upto infinity is equal to : 1 

True.



Answered here :

http://www.goiit.com/posts/list/differenciation-limits-ques-urgent-70507.htm