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QJEEM21Ch255b: JEE Main 2021 Chemistry - Class 11 JEEM21Ch255b Solution: According to molecular orbital theory, the species among the…

According to molecular orbital theory, the species among the following that does not exist is :

Multiple Choice Options

  • A O22−{O_2}^{2 - }
  • B Be2B{e_2}
  • C He2−H{e_2}^ -
  • D He2+H{e_2}^ +

Step-by-Step Verified Solution

Note :

According to molecules orbital theory, when a molecule have bond order = 0 then that molecule does not exist.

We know, Bond order =12= {1 \over 2} [Nb −- Na]

Nb = No of electrons in bonding molecular orbital

Na == No of electrons in anti bonding molecular orbital

(4)     \,\,\,\, upto 14 electrons, molecular orbital configuration is

JEE Main 2021 (Online) 25th February Morning Shift Chemistry - Chemical Bonding & Molecular Structure Question 146 English Explanation 1

Here Na = Anti bonding electron == 4 and Nb = 10

(5)     \,\,\,\, After 14 electrons to 20 electrons molecular orbital configuration is - - -

JEE Main 2021 (Online) 25th February Morning Shift Chemistry - Chemical Bonding & Molecular Structure Question 146 English Explanation 2

Here Na = 10

and Nb = 10

Molecular orbital configuration of O 22−_2^{2 - } (18 electrons) is

σ1s2 σ1s2∗ σ2s2 σ2s2∗ σ2pz2 π2px2 = π2py2 π2px2∗ = π2py2∗{\sigma _{1{s^2}}}\,\sigma _{1{s^2}}^ * \,{\sigma _{2{s^2}}}\,\sigma _{2{s^2}}^ * \,{\sigma _{2p_z^2}}\,{\pi _{2p_x^2}}\, = \,{\pi _{2p_y^2}}\,\pi _{2p_x^2}^ * \, = \,\pi _{2p_y^2}^ *

∴    \therefore\,\,\,\, Nb = 10

Na = 8

∴    \therefore\,\,\,\, BO = 12{1 \over 2} [ 10 −- 8] = 1

   \,\,\, Configuration of He2+He_2^ + (3 electrons) is = σ1s2  σ1s1∗{\sigma _{1{s^2}}}\,\,\sigma _{1{s^1}}^ *

∴   \therefore\,\,\, Bond order = 12{1 \over 2} (2 −- 1) = 0.5

   \,\,\, Configuration of He2−He_2^ - (5 electrons) is = σ1s2  σ1s2∗σ2s1 {\sigma _{1{s^2}}}\,\,\sigma _{1{s^2}}^ * {\sigma _{2{s^1}}}\,

∴   \therefore\,\,\, Bond order = 12{1 \over 2} (3 −- 2) = 0.5

   \,\,\, Configuration of Be2Be_2 (4 electrons) is = σ1s2{\sigma _{1{s^2}}} σ1s2∗\sigma _{1{s^2}}^ *

∴\therefore Bond order = 12{1 \over 2} (2 −- 2) = 0

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