Find the Inverse Function with Restrictions

The video tutorial explains how to handle domain restrictions in quadratic functions and their inverses. It covers graphing functions with domain restrictions, finding inverse functions algebraically, and understanding the implications of these restrictions on the graph. The tutorial uses examples to illustrate the process and highlights the importance of domain restrictions in ensuring the inverse remains a function.

What happens to the function if there are no restrictions on the domain?

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In the context of the quadratic function discussed, what does it mean for the function to be a sideways parabola?

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What is the range of the inverse function if the domain of the original function is restricted to X values greater than 0?

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How does the restriction of the domain affect the range of the inverse function?

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