Answer
The processes of differentiation and integration are inverses of each other.
Work Step by Step
Let us suppose that $F(x)$ is a differentiable function. The derivative of a differentiable function can be written as: $\dfrac{d F(x)}{dx}=f(x)$.
Now, we will integrate $f(x)$ to get:
$\int f(x) dx=F(x) +C\ dx$
From the above points, we conclude that the processes of differentiation and integration are inverses of each other.
