Q: Find a sequence having only one cluster point, yet not convergent.
Solution:
Let N = 1,2,1,3,1,4,1,5,....,1,n,.....
Clearly 1 is a cluster points of N, yet N is unbounded.
Just wondering if this solution is correct? Any suggestions!!!
Thanx
Q: Find a sequence having only one cluster point, yet not convergent.
Solution:
Let N = 1,2,1,3,1,4,1,5,....,1,n,.....
Clearly 1 is a cluster points of N, yet N is unbounded.
Just wondering if this solution is correct? Any suggestions!!!
Thanx