If each orbital can hold a maximum of three electrons, then the number of elements in the 9th period of the Modern Periodic Table are?
1
Expert's answer
2013-06-18T10:57:12-0400
According to Klechkovski rule
1) Filling the energetic layers with electrons begins from levels with lowest values of n and l and continues in ascending order of n+l total. 2) If n+l total is same for several orbitals, the one with lower n is filled first.
It can be easily shown that in 9-th period next orbitals would be filled: 9s6g7f8d9p. s-level consists of 1 orbital p-level consists of 3 orbitals d-level consists of 5 orbitals f-level consists of 7 orbitals g-level consists of 9 orbitals
So we have 1 + 3 + 5 + 7 + 9 = 36 orbitals total. If each orbital can be filled with 3 electrons, then we have 36 ∙ 3 = 108 elements.
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