Learn to evaluate the limit from the left right and general of a graph

The video tutorial covers the concept of M behavior in graphs as X approaches infinity, highlighting the importance of understanding graph behavior and discontinuities. It explains how to evaluate functions at points with removable discontinuities, emphasizing that some function values do not exist at these points. The tutorial then delves into the concept of limits, focusing on approaching values from both the left and right sides, and clarifies common misconceptions about limits. It concludes with a discussion on general limits and the conditions required for their existence.

What is the significance of understanding the M behavior as X approaches Infinity?

Explain the concept of removable discontinuities and how they relate to holes in a function.

How do you determine the left-hand limit and right-hand limit at a point?

Discuss the common misconceptions students have regarding limits and function values.

What does it mean when we say a limit does not exist at a certain point?