Characteristics of functions

The video tutorial covers key concepts in graph analysis, including domain and range, increasing and decreasing intervals, extrema, boundedness, end behavior, intercepts, and continuity. It explains how to identify and describe these features using appropriate mathematical notation and terminology, preparing students for both free-response and multiple-choice questions.

What is the domain of the graph discussed in the text?

Explain the concept of interval notation as mentioned in the text.

How does the range of the graph relate to its Y values?

What does it mean for a graph to be increasing or decreasing?

Define what is meant by relative maximum in the context of the graph.

How can you determine if a graph is bounded or unbounded?

What does the term 'end behavior' refer to in graph analysis?

What is the significance of identifying X and Y intercepts?

Describe the concept of continuity in relation to the graph.

What are removable and non-removable discontinuities?