1) Electronic Configuration of Cyanide ion is σ1s2 > σ1s2* > σ2s2 >σ2s2* > π2px2 = π2py2 > σ2pz2 > π2px* = π2py* > σ2pz*
Bond Order = 1/2 [Nb -Na] where Nb is number of electron in bonding molecular orbitals and Na is number of electron in antibonding molecular orbitals.
Bond order of cyanide ion = 1/2 [10-4] =1/2[6] =3

Based on molecular orbital diagram, Cyanide ion is diamagnetic due to no unpaired electron and HOMO of cyanide ion is σg
Option b, d, f are correct.
2) diatomic 2p orbitals of a) C2



b) diatomic 2p orbital of O2


σ2p bonding orbital are gerade whereas π2p bonding orbital are ungerade
σ2p* antibonding orbital are ungerade whereas π2p* antibonding orbital are gerade
3) a) Electronic Configuration of OF- is σ1s2 > σ1s2* > σ2s2 >σ2s2* > π2px2 = π2py2 > σ2pz2 > π2px*2 = π2py*2 > σ2pz*2
Bond Order = 1/2 [Nb -Na] where Nb is number of electron in bonding molecular orbitals and Na is number of electron in antibonding molecular orbitals.
Bond order of OF- = 1/2 [10-10] =1/2[0] =0
b) HOMO is polarized towards fluorine atoms due to electronegativity,
c) σ2pz* sigma antibonding energy levels is HOMO

4) A) HOMO of NO- have more N character and so hydrogen attack the N atom instead of O atom to form HNO.


B) NO- is easily dimerize to N2O42- with a trans configuration using π*g (2p).
5) i) interaction 2pz orbitals to form molecular orbital of
a) σ bonding orbitals Option d)
or 
b) σ* antibonding orbitals Option a)
or 
ii) interaction 2px orbitals to form molecular orbital of
c) π bonding orbitals Option c)
or 
d) π* antibonding orbitals Option b)
or 
6) a) Using Drago's Theory,
-ΔH = EaEb + CaCb
Where ΔH is enthalpy, E is electrostatic parameter and C is covalent parameter
-ΔH = EpyEBF3 +CpyCBF3
= (1.17*9.88) + (6.40*1.62)
-ΔH =1.1916
ΔH = -1.1916
Exothermic reaction
b) Using Drago's Theory,
-ΔH = EaEb + CaCb
Where H is enthalpy, E is electrostatic parameter and C is covalent parameter
-ΔH = EpyEBMe3 +CpyCBMe3
= (1.17*6.14) + (6.40*1.70)
-ΔH =-3.6962
ΔH = 3.6962
Endothermic reaction
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