Question

How to find inflection point of a process reaction curve

Answer 1

Answer:

To find inflection points, start by differentiating the function to find the derivatives.

Then, by differentiating again find the second derivative, or the derivative of the derivative.

Then, Set the second derivative equal to zero, and solve the resulting equation.

The answer will be a possible inflection point.

If the sign of the second derivative changes as you pass through the candidate inflection point, then there exists an inflection point. If the sign does not change, then there exists no inflection point.

Then Substitute back into the original function and find the inflection point.

Hope it helps! ! !