1. Collect Homework.
2. First, examine some graphs intuitively and determine whether
or not they are continuous at the indicated point:
![](../../mgifs/gifs5/defcont.gif)
4. Point of Discontinuity -
If a function is discontinuous at a point, the discontinuity may
be Removable or Nonremovable depending upon whether the
limit of the function exists at the point of discontinuity.
![](../../mgifs/gifs5/cont2.gif)
5. Examples: Test for continuity at the indicated points: