Evaluting the left and right hand limit by understanding the parent graph

The video tutorial explains the transformation of the function 1/(X+4), focusing on graph shifting and discontinuity at X = -4. It evaluates the discontinuity and discusses the behavior of limits as they approach infinity. The tutorial concludes with a preview of solving the problem algebraically.

What happens to the graph when you add a constant inside the function?

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Explain the significance of the discontinuity at -4 in the context of limits.

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How do the left-hand and right-hand limits behave as they approach the discontinuity at -4?

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What does it mean for a limit to exist in terms of left-hand and right-hand limits?

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Describe the behavior of the graph as it approaches -4 from the left and right.

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