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Consider the following species : CN^(...

Consider the following species :
` CN^(+) ,CN^(-) ,NO and CN`
Which one of these will have the highest bond order?

A

`CN^(+)`

B

`CN^(-)`

C

`NO`

D

`CN`

Text Solution

Verified by Experts

The correct Answer is:
B

The formula of bond order is given as

Energy level pattern for molecular orbitals of different molecules depends upon their central atom.
No : Central atom is N
(Total number of electrons=15)
`therefore sigma 1s^(2),sigma^(* *)1s^(2), sigma2s^(2),sigma^(* *)2s^(2)`
`(pi2p_(x)^(2)=pi2p_(y)^(2)),sigma2p_(z)^(2),(pi2_(px)^(* *1)~~pi2_(py)^(* *0))`
`B.O.=(10-5)/(2)=2.5`
`CN^(-)` : Central atom is C
[Total number of electrons=14]
`sigma1s^(2),sigma^(* *)1s^(2),sigma2s^(2),sigma^(* *)2s^(2),(pi2px^(2)~~pi 2py^(2)sigma2p_(z)^(2))`
`B.O.=(10-4)/(2)=3`
CN : Central atom is C
[Total number of electrons=13]
`sigma1s^(2),sigma^(* *)1s^(2),sigma2s^(2),sigma^(* *)2s^(2),(pi2p_(x)^(2)~~pi2p_(y)^(2)),sigma2p_(z)^(1)`
`B.O. =(9-4)/(2)=2.5`
`CN^(+)` : Central atom is C
[Total number of electrons=12]
`sigma1s^(2),sigma^(* *)1s^(2),sigma2s^(2),sigma2s^(2),sigma^(* *)2s^(2),(pi2p_(x)^(2)~~pi2p_(y)^(2))`
`B.O. =(8-4)/(2)=2`
Therefore, option (b) is correct.
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