.
1. If "x" approaches
from the left side, tan(x) tends to "+ infinity".
2. If "x" approaches
from the right side, tan(x) tends to "- infinity".
3. So the function y = tan(x) is not a continuous function at
.
4. In general case, if the sequence
approaches to
in a way that the values of
lie in both sides of the value
,
then the sequence
HAS NO limit.