How Do You Write And Find The Antiderivative Of A Linear Function?
This article is going to use an example to find the antiderivative of a linear function. Because the symbols are difficult to express in the text portion of the steps below, we will demonstrate the procedures in the images. The antiderivative of a function is reversing the process or steps we perform in finding the derivative of a function. That is, If we are given the Derivative of a Function, and we are asked the question “what is the Function that we diffrentiated to get that Derivative?”, we are actually asking to find the anti-derivative of the function. In order to write this antiderivative in the correct form, we must first find the derivative of the function. The derivative of a function can be expressed in terms of (dy/dx). Please click on the image for the function, and for a better understanding. We must now simplify the derivative. Please click on the image for a better understanding. For a better understanding of how to find the derivative of a function, please see the art
