L
larkinfan11
Guest
I was able to solve a for this problem, but b and c have proven to be not so easy. I attempted to solve B using the angular momentum equation of L= n(h/2pi) but the answer i calculated of 8.436E-34 turned out to be incorrect. Any insight on how to solve b and c would be greatly appreciated!
A hydrogen atom is in its n = 8 excited state. Determine, according to quantum mechanics, each of the following:
(a) The total energy
eV
(b) The magnitude of the maximum angular momentum the electron can have in this state
J·s
(c) The maximum value that the z component of the Lz of the angular momentum can have
J·s
A hydrogen atom is in its n = 8 excited state. Determine, according to quantum mechanics, each of the following:
(a) The total energy
eV
(b) The magnitude of the maximum angular momentum the electron can have in this state
J·s
(c) The maximum value that the z component of the Lz of the angular momentum can have
J·s