So if we divide both sides by x, we get square root of y is equal to 1 over x. And then if you square both sides, you get y is equal to 1 over x squared, which is the same thing as x to the negative 2 power. And so if you want the derivative of y with respect to x, this is pretty straightforward. This is just an application of the chain rule. We get dy dx is equal to negative 2 x to the negative 2 minus 1, x to the negative 3 power. So that's pretty straightforward. But what I want to see is if we get the same exact result when we differentiate implicitly.