Find the Derivative - d/dx theta

Problem

d(θ)/d(θ)

Solution

1. Identify the variable of differentiation and the function being differentiated. In this case, we are differentiating the variable θ with respect to itself.

2. Apply the power rule for derivatives, which states that for any variable x d(x)/d(x)=1 This is because the rate of change of a variable with respect to itself is always constant and equal to one.

3. Simplify the expression to reach the final result.

Final Answer

d(θ)/d(θ)=1

Want more problems? Check here!