Multiple examples on how to graph the reciprocal function

The video tutorial covers how to graph rational functions, focusing on reciprocal functions and transformations. It explains how to find X and Y intercepts, and discusses vertical, horizontal, and slant asymptotes. The tutorial includes examples to illustrate these concepts, emphasizing understanding the behavior of graphs rather than perfect graphing.

What are the different types of asymptotes that can be found in rational functions?

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Describe the process of identifying the domain and range of a rational function.

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Explain how to find the X and Y intercepts of a rational function.

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How do you determine if a rational function has no X or Y intercepts?

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How does the reciprocal function differ from other rational functions?

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Explain the relationship between the coefficients in a rational function and the transformations of its graph.

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What is the effect of vertical stretching and compression on the graph of a rational function?

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What are the implications of having a vertical asymptote at X = 0 for the graph of a rational function?

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What is the significance of vertical and horizontal asymptotes in the graph of a rational function?

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What steps are involved in graphing a rational function with transformations?

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