My textbook [1] says in order to determine the De Broglie wavelength of an $e^-$ in a hydrogen atom at energy level $n=2$, we can determine its kinetic energy first by finding its total energy from $E=-13.6/n^2$ then determine its De Broglie wavelength accordingly.
But isn't the total energy of the electron at $n=2$ refers to its potential and kinetic energy? How can we simply take the negative of the electron's total energy and call it the electron KE? This implies that at $n=\infty$ then electron's KE is 0; vice versa when $n=0$ then electron's KE is $\infty$.
References:
- K. A. Tsokos, "Physics for the IB Diploma Coursebook" 6th Edition