Calculus Examples

$y = \csc (h (x)) (1 - \ln (\csc (h (x))))$

Step 1

Since $\csc (h (x)) (1 - \ln (\csc (h (x))))$ is constant with respect to $z$ , the derivative of $\csc (h (x)) (1 - \ln (\csc (h (x))))$ with respect to $z$ is $0$ .

$0$