Learn how to evaluate left and right hand limits of a function

The video tutorial explains the concept of limits in functions, focusing on how limits are approached from both the left and right sides. It discusses the specific case of limits at zero, highlighting the concept of discontinuity, particularly jump discontinuity, and how it affects the existence of limits. The tutorial also covers how to write and interpret left and right side limits, emphasizing the different values they approach.

What is the significance of approaching a limit from the left and the right?

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How do you determine if a limit exists at a certain point?

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What does it mean when the left-hand limit and right-hand limit are not equal?

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Explain what a jump discontinuity is and how it affects the limit of a function.

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Describe the process of finding the left-hand and right-hand limits for a function.

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