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Question
The correct order of bond strength is ______.
Options
\[\ce{O^-_2 < O2 < O^+_2 < O^{2-}_{2}}\]
\[\ce{O^{2-}_2 < O^-_2 < O_2 < O^+_2}\]
\[\ce{O^-_2 < O^{2-}_2 < O_2 < O^+_2}\]
\[\ce{O^+_2 < O2 < O^-_2 < O^{2-}_{2}}\]
MCQ
Fill in the Blanks
Solution
The correct order of bond strength is \[\underline{\ce{O^{2-}_2 < O^-_2 < O_2 < O^+_2}}\].
Explanation:
The bond strength is directly proportional to bond order, According to this, the correct order of bond strength is \[\ce{O^{2-}_2 < O^-_2 < O_2 < O^+_2}\].
Total no. of electrons | Molecular orbital configuration | B.O = `1/2 ("N"_"b" - "N"_"a")` | Magnetic properties | |
\[\ce{O^+_2}\] | 15 | (σ1s)2 (σ*1s)2 (σ2s)2 (σ*2s)2 (σ2pz)2 (π 2px2 = π2py2) (π*2x1 = π*2py0) | `1/2`(10 - 5) = 2.5 | Paramagnetic |
\[\ce{O2}\] | 16 | (σ1s)2 (σ*1s)2 (σ2s)2 (σ*2s)2 (σ2pz)2 (π 2px2 = π2py2) (π*2x1 = π*2py1) | `1/2`(10 - 6) = 2 | Paramagnetic |
\[\ce{O^-_2}\] | 17 | (σ1s)2 (σ*1s)2 (σ2s)2 (σ*2s)2 (σ2pz)2 (π 2px2 = π2py2) (π*2x1 = π*2py1) | `1/2`(10 - 7) = 1.5 | Paramagnetic |
\[\ce{O^{2-}_2}\] | 18 | (σ1s)2 (σ*1s)2 (σ2s)2 (σ*2s)2 (σ2pz)2 (π 2px2 = π2py2) (π*2x1 = π*2py1) | `1/2`(10 - 8) = 1 | Diamagnetic |
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