Calculus Examples

$w = e^{z} (z - 1) (z^{2} + 1)$

Step 1

Since $e^{z} (z - 1) (z^{2} + 1)$ is constant with respect to $e$ , the derivative of $e^{z} (z - 1) (z^{2} + 1)$ with respect to $e$ is $0$ .

$f' (e) = 0$

Step 2

Since $0$ is constant with respect to $e$ , the derivative of $0$ with respect to $e$ is $0$ .

$f'' (e) = 0$