SOLUTION: Create a function y=f(x) that has a removable discontinuity at x=2 and a non-removable discontinuity x=3.

Identify vertical and horizontal asymptotes

2.4 Continuity Calculus Volume 1

How to identify the removable discontinuity for a function

Determine the discontinuity of the function

2.4 Continuity Calculus Volume 1

2.5 – Continuity A continuous function is one that can be plotted without the plot being broken. Is the graph of f(x) a continuous function on the interval. - ppt download

Continuity and Discontinuity

2.4 Continuity Calculus Volume 1

Discontinuous Function: Definition, Types, Examples and Graphs.