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Enter the function f(x) for which you want to calculate inverse. The calculator will determine its reverse form x = f(y) and shows complete calculations.

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The inverse function calculator helps you to determine the reverse of any given function that you enter in it and provides you step wise solution.
**How to Use Inverse of Function Calculator?**

The calculator determines the inverse of entered function with these steps:
**Input To Enter: **
**Output You Get:**
**How to Find Inverse Functions?**

Compute the inverse function (*f*^{-1}) of the given function by the following steps:
**Example # 01: **
Calculate the inverse of the functions x = y+11/13y+19?
**Solution:**
Replace the variables y & x, to find inverse function *f*^{-1 }with inverse calculator with steps:
**Reference:**

From the source of Wikipedia: Inverses and composition, Notation, Self-inverses, Graph of the inverse, Inverses, and derivatives.

- First of all, enter a function
**f (x)** - Hit the “
**Calculate**” button

- Accurate reverse value of the particular function
- Complete steps that help you understand the problem better

- First, take a function f(y) having y as the variable
- Now, consider that x is the function for f(y)
- Then reverse the variables y and x, then the resulting function will be x
- Solve the equation y for x and find the value of x

$$y = x + 11 / 13x + 19$$

$$y (13x + 19) = x + 11$$

$$13xy + 19y – x = 11$$

$$x (13y – 1) = 11 – 19y$$

$$x = 11 – 19y / 13y – 1$$

Hence, the inverse function of y+11/13y+19 is 11 – 19y / 13y – 1. Here you can also verify the results by using this best find f^-1(x) calculator.**Support**

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