The derivative of a constant is the constant itself.

The derivative of a constant is zero.

The derivative of a constant is one.

The derivative of a constant is undefined.

The Power Rule states that the derivative of x^2 is always zero.

The Power Rule is used to find the second derivative.

The Power Rule states that the derivative of a constant is zero.

The Power Rule states that the derivative of x^n is n*x^(n-1).

A critical point is where the second derivative is zero.

A critical point is where the derivative is zero or undefined.

A critical point is where the function has a horizontal asymptote.

A critical point is the same as an inflection point.

The Chain Rule is used to differentiate composite functions.

The Chain Rule states that the second derivative of x^n is n*x^(n-2).

The Chain Rule is used only for polynomial functions.

The Chain Rule involves integration of variables.

An inflection point is where the function has a local minimum.

An inflection point is where a function changes concavity.

An inflection point occurs when the first derivative is zero.

An inflection point is the absolute maximum of a function.