Mean Value Theorem Calculator is available as a free online tool that gives you results by displaying the rate of change of the function. In traditional and modern Mathematics, the mean value theorem is one of the very important and popular theorems under the topic of calculus (namely differentiation and integration).

This theorem helps you by analysing the behaviour of the function. After understanding the concept well, it has been concluded that the mean value theorem states:

If ‘f’ is a given continuous function which is closed on the interval [a, b] (definite integral) and is differentiable on the open interval (a, b), then there exists a certain point “c” on the open interval (a, b). This gives us the formula:

** ****f’(c) = [f(b)-f(a)] / b-a**

The procedure to use the mean value theorem calculator is as follows:

**Step 1:** To begin with you need to enter the function and limits in the input field.

**Step 2:** Now you are required to click the button “Submit” to get the value.**Step 3:** Finally, the rate of change of function using the mean value theorem will be displayed in the new window.