Find the Derivative - d/dx y=3 natural log of x

Problem

d()/d(x)*3*ln(x)

Solution

1. Identify the constant multiple rule, which states that the derivative of c⋅ƒ(x) is c⋅d(ƒ(x))/d(x)

2. Apply the derivative rule for the natural logarithm, which is d(ln(x))/d(x)=1/x

3. Multiply the constant 3 by the derivative of the natural logarithm.

4. Simplify the resulting expression into a single fraction.

Final Answer

(d(3)*ln(x))/d(x)=3/x

Want more problems? Check here!