Word Count : 273

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We are asked to check if (f(x)) is well-defined and whether it is one-to-one. Since the equation image is not visible, I will assume the general approach for such a problem. To check if (f(x)) is well-defined: 1. Examine the domain of (f(x)). Ensure that any operations like division, square root, logarithm, or other functions are defined for all values in the proposed domain. 2. If (f(x)) involves _______ ___ _______ ______ _________ _________ _____.
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