Lindsey's reflection

Im gonna do this blog
on the different types
of discontinuities.

the first one is a removable.
A removable is when the
graph is not defined at
a specific point. at
a removable the limit
exists and the function is
continuous everywhere
except at that point.

the second one is a jump.
this is when there are two
different points on the graph.
the limit does not exist and it is
continuous everywhere
except at the jump.

An infinate is next. it is
also known as an
asymptote. you can
either have vertical asymptotes
or horizontal asymptotes. the limit
may or may not exist and the function
is continuous everywhere except at
the asymptote.

the fourth and final is oscillation.
this would be an extreme oscillating
graph. the limit does not exist
and the function is not continuous.

Goodnight!