Question

Give an example of a function with both a removable and a non-removable discontinuity.

Answer 1

so a removable just means it can be canceled out of the equation but non removable means it cannot and it causes a divide by zero error at some point on the graph

Answer 2

wait I'm not really sure what u mean by it can be cancelled out fo the equation??

Answer 3

I'm a little confused on it to make my own example, I'm not even sure how the set up will b