Find the Derivative - d/dZ y=pi/2*sin(x)-cos(x)

Problem

d()/d(z)*(π/2*sin(x)−cos(x))

Solution

1. Identify the independent variable of the derivative, which is z

2. Observe the variables in the expression π/2*sin(x)−cos(x) which are constants and the variable x

3. Determine if x is a function of z Since no relationship between x and z is provided, x is treated as a constant relative to z

4. Apply the constant rule for differentiation, which states that the derivative of a constant with respect to any variable is zero.

Final Answer

d()/d(z)*(π/2*sin(x)−cos(x))=0

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