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  2. To sketch the inverse of a graph, you need to12:
    1. Identify the type of function that f (x) represents.
    2. Make a table for f (x) with two columns: x & y values.
    3. Graph f (x) by plotting points and using the shape of the function.
    4. Graph the inverse f-1(x) by switching x & y values from the graph of f (x).
    5. Draw the points and the reflection line.
    6. Reflect the points across the line.
    Learn more:
    First, identify the type of function that f (x) represents (for example, linear). Next, make a table for f (x) with two columns: x & y values. Then, graph f (x) by plotting points and using the shape of the function. Finally, graph the inverse f-1(x) by switching x & y values from the graph of f (x).
    jdmeducational.com/how-to-graph-a-function-its-inv…
    Practically speaking, this "reflection" property can help you draw the inverse: Draw the points and the reflection line: Reflect the points across the line: You can see on this last picture that there is a definite graphical relationship between the points of the function and the points of the inverse.
    www.purplemath.com/modules/invrsfcn.htm
     
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    WEBThis is a one-to-one function, so we will be able to sketch an inverse. Note that the graph shown has an apparent domain of [latex]\left(0,\infty \right)[/latex] and range of [latex]\left(-\infty ,\infty \right)[/latex], so the …

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