Question

Find the derivative of the function. $$ y=3 $$

Short answer

The derivative of the constant function \(y=3\) is \(y'=0\).

Step-by-step solution

Understand the function

The given function is \(y=3\), which is a constant function. The graph of this function is a horizontal straight line. We need to find its derivative, which represents the rate of change of the function.

Apply the derivative rule for constants

According to rules of derivatives, the derivative of a constant is always 0 as there is no change in a constant.

Write the derivative

So, the derivative of the function \(y=3\) is \(y'=0\).