In the Periodic Table, the elements in Group VIII (Group 18) are the noble gases: He, Ne, Ar, Kr, Xe, Rn. They all have a completely filled valence shell, which makes them extremely stable and unreactive.
Think of a full house in a card game – no more cards can be added without breaking the set. Similarly, a full valence shell means the atom has no tendency to gain or lose electrons.
Example: Neon has the electron configuration \$1s^2 2s^2 2p^6\$. The outermost shell (n = 2) contains 8 electrons, the maximum for that shell.
For elements in Groups I to VII, the number of electrons in the outermost shell equals the group number.
Analogy: Imagine a parking lot where each row (group) can hold a specific number of cars (electrons). If you’re in row 3 (Group III), you can park 3 cars in the outermost row.
Mathematically, if an element is in group \$n\$, then its valence electrons \$v = n\$ (for Groups I–VII). For example, Sodium (Na) is in Group I, so \$v = 1\$ electron in its outer shell.
Note: This rule does not apply to Group VIII noble gases because their outer shells are full (8 electrons), not equal to the group number (18).
The period number of an element (the row in the Periodic Table) tells you how many electron shells are filled.
Example: Carbon (C) is in Period 2, so it has two occupied shells: the first shell (\$n=1\$) and the second shell (\$n=2\$).
Formula: If an element is in period \$p\$, then the highest principal quantum number \$n_{\text{max}} = p\$.
Analogy: Think of a multi‑story building. The period number is the number of floors, and each floor corresponds to an electron shell.
| Element | Group | Period | Valence Electrons |
|---|---|---|---|
| Na | 1 | 3 | 1 |
| Cl | 17 | 3 | 7 |
| Ar | 18 | 3 | 8 |