Low spin complex of d⁶-cation in an octahedral field will
have the following energy :
(a) -12/5 ∆₀ + P (b) -12/5 ∆₀ + 3P
(c) -2/5 ∆₀ + 2P (d) -2/5 ∆₀ + P
(∆₀= Crystal Field Splitting Energy in an octahedral field,
P = Electron pairing energy)
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Low spin complex of d⁶-cation in an octahedral field will
have the following energy :
(a) -12/5 ∆₀ + P (b) -12/5 ∆₀ + 3P
(c) -2/5 ∆₀ + 2P (d) -2/5 ∆₀ + P
(∆₀= Crystal Field Splitting Energy in an octahedral field,
P = Electron pairing energy)
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The energy will be
•option:(b) is correct
* formula of Crystal Field Stabilisation Energy =(-0.4x + 0.6y) delta + zP
* where x= number of electrons occupying t2g orbital.
and y= number of electrons occupying Eg orbital.
and z= number of pairs of electrons
* For low spin d6 complex electronic configuration.
here, x=6 and y=0, z=3
according to the formula of Crystal Field stabilisation theory
(-0.4×6 +0 ×0.6) delta +3p = +12/5delta +3p ..
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