By applying Bohr's postulates, arrive at the radius of n^(th) orbit for hydrogen like atom.

By applying Bohr's postulates, arrive at the radius of n^(th) orbit fo

1.	By applying Bohr's postulates, arrive at the radius of n^(th) orbit for hydrogen like atom.
Answer» Solution :`implies` Applying Bohr.s postulates to a HYDROGEN LIKE ATOM (one electron species such as `H, He^+ and Li^(2+)` etc.) the radius of the `n^(th)` orbit and the energy of the electron REVOLVING in the `n^(th)` orbit were derived. The results are as follows: `r_n = ((0.529)n^2)/z Å"".....(1)` `E_(n)(-13.6(z^2))/(n^2) ev "atom"^(-1)""......(2)` (or) `E_(n) = ((-1312.8)Z^2)/(n^2) KJ mol^(-1) "".....(3)`.