Find the Derivative - d/dy x^2y

Problem

(d(x2)*y)/d(y)

Solution

1. Identify the variable of differentiation, which is y

2. Treat the term x2 as a constant because it does not depend on y

3. Apply the constant multiple rule for derivatives, which states that (d(c)*ƒ(y))/d(y)=cd(ƒ(y))/d(y)

4. Differentiate the variable y with respect to y which results in 1

5. Multiply the constant x2 by the result of the derivative.

Final Answer

(d(x2)*y)/d(y)=x2

Want more problems? Check here!