Question

PLEASE EXPLAIN the difference between a removable and non-renewable discontinuity?

Answer 1

non - removable?

Answer 2

damn i had a decent explanation, but 15 minutes is apparently too long to wait...

Answer 3

\[if \lim_{x \rightarrow a} f \left( x \right) can be made equal \to f \left( a \right) by assigning suitable value of f \left( a \right)\]
,then it is called a removable discontinuity.
if it can not be made to equal to f(a) for any value of x,then it is called a non-removable discontinuity.