How Do You Use The Chain Rule In Calculus?
The Chain Rule is one of the basic, yet more complicated tools of a mathematician in calculus. This article will help you learn the equation, and how to use it. The first thing you have to do is identify whether or not the chain rule applies to the equation you are trying to differentiate. Match your equation with the chain rule equation (as a definition). Identify the variables in your equation and associate them with the variables in the definition equation. As you can see, now you have to differentiate the outer function ( f in the equation above) with respect to the inner function (g in the equation above). Some people do this by differentiating the outer equation (f in the above equation) on its own, with respect to the variable (x in the above equation – thus you would be working with f(x) ), and then substitute the inner function with respect for the variable ( g(X) in the above equation) for the variable (x in the above equation). Next differentiate the inner function ( g in th
