EXAMPLE 5-10 Electron Configurations
Use Table 5-5 to determine the electron configurations of (a) magnesium, Mg; (b) germanium,
Ge; and (c) molybdenum, Mo.
Plan
We will use the electron configurations indicated in Table 5-5 for each group. Each period(row)
begins filling a new shell (new value of n). Elements to the right of the dorbital block have
the d orbitals in the (n1) shell already filled. We often find it convenient to collect all sets
of orbitals with the same value of ntogether, to emphasize the number of electrons in the outer-
mostshell, that is, the shell with the highest value of n.
Solution
(a) Magnesium, Mg, is in Group IIA, which has the general configuration s^2 ; it is in Period
3 (third row). The last filled noble gas configuration is that of neon, or [Ne]. The electron
configuration of Mg is [Ne] 3s^2.
(b) Germanium, Ge, is in Group IVA, for which Table 5-5 shows the general configuration
s^2 p^2. It is in Period 4 (the fourth row), so we interpret this as 4s^24 p^2. The last filled noble gas
configuration is that of argon, Ar, accounting for 18 electrons. In addition, Ge lies beyond the224 CHAPTER 5: The Structure of Atoms
11
Na12
Mg90
Th91
Pa92
U93
Np94
Pu95
Am96
Cm58
Ce59
Pr60
Nd61
Pm62
Sm63
Eu64
Gd19
K20
Ca21
Sc22
Ti23
V24
Cr25
Mn26
Fe27
Co28
Ni29
Cu30
Zn
37
Rb38
Sr39
Y40
Zr41
Nb42
Mo43
Tc44
Ru45
Rh46
Pd47
Ag48
Cd49
In50
Sn51
Sb52
Te53
I54
Xe
55
Cs56
Ba57
La72
Hf73
Ta74
W75
Re76
Os77
Ir78
Pt79
Au80
Hg81
Tl82
Pb83
Bi84
Po85
At86
Rn87
Fr88
Ra89
Ac104
Rf105
Db106
Sg107
Bh Hs Mt108 109 110 111 1122
He5
B6
C7
N8
O9
F10
Ne
13
Al14
Si15
P16
S17
Cl18
Ar1
H
3
Li4
Be66
Dy67
Ho68
Er69
Tm70
Yb71
Lu65
Tb98
Cf99
Es100
Fm101
Md102
No103
Lr97
BkLANTHANIDE
SERIES(1) (2) (3) (4) (5) (6) (7) (8) (9) (10) (11) (12) (13) (14) (15) (16) (17) (18)IA IIA IIIB IVB VB VIB VIIB VIIIB IB IIB IIIA IVA VA VIA VIIA VIIIA31
Ga32
Ge33
As34
Se35
Br36
Kr58
Ce71
Lu90
Th103
Lr111 112f
orbital
blockd orbital blockd^2 s^2 d^3 s^2 d^5 s^1 d^5 s^2 d^6 s^2 d^7 s^2 d^8 s^2 d^10 s^1 d^10 s^2s^2 p^1 s^2 p^2 s^2 p^3 s^2 p^4 s^2 p^5 s^2 p^6p orbital blockd^4 s^1d^4 s^2d^7 s^1 d^8 s^1d^9 s^1d^10 s^0ACTINIDE
SERIES4 f subshell
being filled5 f subshell
n = 7 being filledn = 6n = 7n = 6n = 5n = 4n = 3n = 2n = 1d^1 s^2GROUPSs orbital blocks^1 s^2s^2TABLE 5-5 The s, p, d, and f Blocks of the Periodic Table**n is the principal quantum number. The d^1 s^2 , d^2 s^2 ,...designations represent knownconfigurations. They refer to (n1)d
and ns orbitals. Several exceptions to the configurations indicated above each group are shown in gray.