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31 Aug 2020
Classify the function as power, polynomial, rational, algebraic, trigonometric, exponential, or logarithmic function.
![](data:image/png;base64,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)
Classify the function as power, polynomial, rational, algebraic, trigonometric, exponential, or logarithmic function.
JanineLv8
31 Aug 2020