Find the Derivative - d/dy 3y

Problem

d()/d(y)*3*y

Solution

1. Identify the variable of differentiation, which is y and the function to be differentiated, which is 3*y

2. Apply the constant multiple rule, which states that the derivative of a constant times a function is the constant times the derivative of the function.

3. Apply the power rule to the term y where the derivative of y1 with respect to y is 1

4. Multiply the constant 3 by the result of the derivative.

Final Answer

(d(3)*y)/d(y)=3

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