Find the Derivative - d/dx f(x)=x/2

Problem

d()/d(x)x/2

Solution

1. Identify the function as a linear term where x is multiplied by a constant coefficient.

2. Rewrite the expression to clearly show the constant factor:

x/2=1/2*x

3. Apply the power rule for derivatives, which states that (d(a)*x)/d(x)=a for any constant a

4. Differentiate the expression:

d()/d(x)1/2*x=1/2

Final Answer

d()/d(x)x/2=1/2

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