Question

find the derivative of the following function. g(x)=e^{14} g(x)=

Explanation:

Step1: Identify the function type

The function $g(x)=e^{14}$ is a constant function since $e^{14}$ is a fixed - value (where $e\approx2.71828$ and $e^{14}$ is just a number).

Step2: Apply the derivative rule for constants

The derivative of a constant function $y = C$ (where $C$ is a constant) is $y'=0$. So for $g(x)=e^{14}$, $g'(x) = 0$.

Answer:

$0$