A sequence is said to be convergent if it approaches to any real no. And a divergent sequence is which is not convergent.
What Are Convergent And Divergent Sequences?
Convergent sequence:
A sequence (an) is said to be convergent if limit n approaches to infinity exists. And if (an)limit n approaches to infinity=l, then we say that the sequence converges to l.
Divergent sequence:
If the sequence is not convergent then it is said to be divergent. A divergent sequence is that sequence whose limit does not exist.
pear.math.pitt.edu
A sequence (an) is said to be convergent if limit n approaches to infinity exists. And if (an)limit n approaches to infinity=l, then we say that the sequence converges to l.
Divergent sequence:
If the sequence is not convergent then it is said to be divergent. A divergent sequence is that sequence whose limit does not exist.
pear.math.pitt.edu