I need to do a series expansion of this forumla $$z = \sqrt{\frac{x+1}{y+1}}.$$
I need to get Zx Zxx and so on. but I really dont know where to start with this this.
just a push in the right direction should be enough.
I need to do a series expansion of this forumla $$z = \sqrt{\frac{x+1}{y+1}}.$$
I need to get Zx Zxx and so on. but I really dont know where to start with this this.
just a push in the right direction should be enough.
If you know how to differentiate already, remember that partial differentiation with respect to a certain independent variable treats the other independent variables as constants.
To use $(x+y)^2$ as an example, $\partial_x (x+y)^2$ is just $2(x+y)$ (chain rule). Now try this operation on your function.