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10 Inverse and Quadratic Functions Concepts: Identifying Inverse Functions The Definition of an Inverse Function Notation Finding Formulas for Inverse Functions Evaluating Inverse Functions Graphs
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01
Identify the given function as f(x)
02
Replace f(x) with y
03
Swap x and y in the equation to get the inverse function
04
Solve for y to get the inverse function in terms of x

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Anyone studying algebra or calculus may need to understand and use inverse functions
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Engineers, scientists, and mathematicians often use inverse functions in their work to solve problems or model relationships
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Inverse functions are functions that undo each other. They are used to find the original input when the output of a function is known.
Anyone using inverse functions in their work or calculations may be required to file them.
Inverse functions can be filled out by applying the appropriate mathematical operations to reverse the original function.
The purpose of inverse functions is to find the original input when the output of a function is known.
The input and output values of the function, as well as the mathematical operations used to reverse the function, must be reported.
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