Are endpoints of a graph discontinuities?

The video tutorial explains the concept of continuous and discontinuous graphs, focusing on how to identify and categorize discontinuities. It covers removable discontinuities, such as holes, and non-removable ones, like jump discontinuities and vertical asymptotes. The tutorial also discusses how these discontinuities affect the domain of a function and provides guidance on labeling them correctly.

What does it mean for a graph to be continuous, and how can you identify discontinuities?

What is the difference between removable and non-removable discontinuities?

How can a hole in a graph be represented in terms of continuity?

Explain what a jump discontinuity is and provide an example.

Describe the significance of vertical asymptotes in relation to the domain of a graph.