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The energies of d(xy) and d(z)^(2) orbit...

The energies of `d_(xy) and d_(z)^(2)` orbits in octahedral and tetrahedral transition metal complexes are such that-

A

`E(d_(xy)) gt E (d_(z)^(2))` in both tetrahedral and octahedral complexes

B

`E(d_(xy)) lt E (d_(z)^(2))` in both tetrahedral and octahedral complexes

C

`E(d_(xy)) gt E (d_(z)^(2))` in tetrahedral bt `E(d_(xy)) lt E (d_(z)^(2))` in octahedral complexes

D

`E(d_(xy)) lt E (d_(z)^(2))` in tetrahedral bt `E(d_(xy)) gt E (d_(z)^(2))` in octahedral complexes

Text Solution

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The correct Answer is:
C

Energy of `d_(z^(2))` is greater than `d_(xy)` in case of octahedral crystal field while energy of `d_(z^(2))` is less than `d_(xy)` in case of tetrahedral splitting
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