- #1
Hodgey8806
- 145
- 3
I am studying a problem that want's me to show that differentiable function at z0 is continuous at z0 = x0 + iy0.
It hints to use the mean-value theorem for functions of two real variables. But I can't find any true applicable one on the web. I searched the book with no theorem so named either. May I see the form it takes compared to the mean-value theorem of single variables? Thanks!
It hints to use the mean-value theorem for functions of two real variables. But I can't find any true applicable one on the web. I searched the book with no theorem so named either. May I see the form it takes compared to the mean-value theorem of single variables? Thanks!