Two electrons in the same atom have n = 3 and ℓ = 1. (Assume for the purposes of this problem that the electrons are distinguishable.) (a) How many allowed states are there for the possible states of the atom? (Assume for this problem that the electrons are distinguishable (in other words, that they can be told apart), but that the exclusion principle still applies to the atom.) (b) How many states would be possible if the exclusion principle did not apply to the atom? (The electrons remain distinguishable for this problem.)
Two electrons in the same atom have n = 3 and ℓ = 1. (Assume for the purposes of this problem that the electrons are distinguishable.) (a) How many allowed states are there for the possible states of the atom? (Assume for this problem that the electrons are distinguishable (in other words, that they can be told apart), but that the exclusion principle still applies to the atom.) (b) How many states would be possible if the exclusion principle did not apply to the atom? (The electrons remain distinguishable for this problem.)
Chemistry for Engineering Students
4th Edition
ISBN:9781337398909
Author:Lawrence S. Brown, Tom Holme
Publisher:Lawrence S. Brown, Tom Holme
Chapter6: The Periodic Table And Atomic Structure
Section: Chapter Questions
Problem 6.96PAE: 6.96 When a helium atom absorbs light at 58.44 nm, an electron is promoted from the 1s orbital to a...
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Two electrons in the same atom have n = 3 and ℓ = 1. (Assume for the purposes of this problem that the electrons are distinguishable.)
(a) How many allowed states are there for the possible states of the atom? (Assume for this problem that the electrons are distinguishable (in other words, that they can be told apart), but that the exclusion principle still applies to the atom.)
(b) How many states would be possible if the exclusion principle did not apply to the atom? (The electrons remain distinguishable for this problem.)
(b) How many states would be possible if the exclusion principle did not apply to the atom? (The electrons remain distinguishable for this problem.)
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