( σ₁s², σ^{₁s}², σ₂s², σ^{₂s}², π₂p̀x;², π₂p̀y;², π^{₂p̀x;}¹, π^{₂p̀y;}¹ )
Here, the two π-antibonding orbitals each have one unpaired electron, making { O }₂ paramagnetic.
( σ₁s², σ^{₁s}², σ₂s², σ^{₂s}², π₂p̀x;², π₂p̀y;² )
All electrons in { N }₂ are paired, so it is diamagnetic and does not exhibit paramagnetism.
( σ₁s², σ^{₁s}², σ₂s², σ^{₂s}², π₂p̀x;², π₂p̀y;², π^{₂p̀x;}², π^{₂p̀y;}² )
All electrons are paired in { F }₂, so it is diamagnetic and does not exhibit paramagnetism.
( σ₁s², σ^{₁s}², σ₂s², σ^{₂s}², π₂p̀x;², π₂p̀y;² )
All electrons are paired in { C }₂, so it is diamagnetic and does not exhibit paramagnetism.Three long straight wires carrying current are arranged mutually parallel as shown in the figure. The force experienced by \(15\) cm length of wire \(Q\) is ________. (\( \mu_0 = 4\pi \times 10^{-7}\,\text{T m A}^{-1} \)) 
