Step 1: Understand the reasons for the extra stability of half-filled subshells.
(A) Symmetrical distribution of electrons: This leads to a more balanced and stable arrangement.
(B) Smaller coulombic repulsion energy: Symmetrical distribution increases the average distance between electrons, reducing repulsion.
(C) The presence of electrons with the same spin in non-degenerate orbitals: This describes Hund's rule, which is followed but isn't the primary extra stability factor compared to other partially filled cases also obeying Hund's rule.
(D) Larger exchange energy: Maximized exchange of electrons with the same spin in degenerate orbitals releases energy and increases stability.
(E) Relatively smaller shielding of electrons by one another: In a symmetrically distributed half-filled or fully filled subshell, the electrons are more evenly spread out. This can lead to a slightly more effective nuclear charge experienced by each electron compared to an asymmetrically filled subshell where some electrons might be closer and cause more shielding for others. While the effect might be subtle, it contributes to the overall stability.
Step 2: Identify the correct statements.
The primary reasons for the extra stability are symmetrical distribution (A), reduced coulombic repulsion (B), maximized exchange energy (D), and a slightly more effective nuclear charge due to reduced uneven shielding (E).
Step 3: Choose the option containing the correct statements.
The option containing statements (A), (B), (D), and (E) is (2).