Part 1/4:
Understanding the Derivative of Constant Functions
The concept of derivatives is fundamental in calculus, serving as a tool for understanding rates of change and slopes of functions. In this article, we delve into a specific case of derivatives: those of constant functions.
What is a Constant Function?
A constant function is defined mathematically as a function that does not change values regardless of the input. In more formal terms, if we have a function denoted as ( f(x) = C ), where ( C ) is a constant, the output of this function remains the same for any value of ( x ).