For which of the following $d^n$ configurations of octahedral complexes,can they $NOT$ exist in both high spin and low spin forms?
$(I)$ $d^3$,$(II)$ $d^5$,$(III)$ $d^6$,$(IV)$ $d^8$

  • A
    $I$ & $II$
  • B
    $I$ & $IV$
  • C
    $II, III$ & $IV$
  • D
    None of these

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