(A) \(MnO_4^-\) and \(MnO\)
(B) \(MnO_4^-\) and \(MnO_2\)
(C) \(Mn_2O_7\) and \(MnO_2\)
(D) \(Mn_2O_7\) and \(MnO\)
The manganate ion (\(MnO_4^{2-}\)) is stable only in very strong alkaline solutions. In acidic, neutral, or even slightly alkaline media, it undergoes disproportionation. Disproportionation is a specific type of redox reaction where the same element is both oxidized and reduced.
The Reaction:
Oxidation State Analysis:
Since Manganese goes from +6 to both a higher (+7) and a lower (+4) oxidation state, the products are \(MnO_4^-\) and \(MnO_2\).
Disproportionation (or autoxidation) occurs when a species in an intermediate oxidation state is unstable relative to its higher and lower oxidation states. For Manganese, the +6 state in the Manganate ion is highly sensitive to the pH of the solution. While it remains green and stable in high concentrations of hydroxide (\(OH^-\)), the addition of even small amounts of acid causes it to turn purple (due to \(MnO_4^-\)) and form a brown precipitate (due to \(MnO_2\)).
The transition between these two ions is a fundamental topic in d-block chemistry:
The stability of Manganese oxoanions is heavily pH-dependent. This is often summarized in a Latimer Diagram or Frost Diagram for Manganese. In acidic medium, the reduction potential for the transition from \(MnO_4^{2-}\) to \(MnO_4^-\) and \(MnO_2\) is favorable, making the disproportionation spontaneous.
This disproportionation reaction is actually a key step in the industrial preparation of \(KMnO_4\). Pyrolusite ore (\(MnO_2\)) is fused with \(KOH\) in the presence of an oxidizing agent like \(KNO_3\) or air to give the green potassium manganate:
The green \(K_2MnO_4\) is then disproportionated using acids (like \(H_2SO_4\) or \(CO_2\)) or oxidized electrolytically to produce the final purple \(KMnO_4\).
To understand the stoichiometry, we can look at the half-reactions in acidic medium:
Oxidation: $$MnO_4^{2-} \rightarrow MnO_4^- + e^-$$ Reduction: $$MnO_4^{2-} + 4H^+ + 2e^- \rightarrow MnO_2 + 2H_2O$$ Multiplying the oxidation half by 2 and adding them gives the net balanced equation seen in the explanation.
Whenever you see Manganese in the +6 state (\(MnO_4^{2-}\)) in any medium that is not strongly basic, immediately look for products in the +7 and +4 states. This "6 \(\rightarrow\) 7 + 4" rule is a reliable way to solve these MCQ types quickly.
Both \(MnO_4^{2-}\) and \(MnO_4^-\) involve \(d^3s\) hybridization of the Manganese atom, resulting in a tetrahedral shape. The intense colors are not due to d-d transitions (as Mn is \(d^1\) in manganate and \(d^0\) in permanganate) but rather due to Charge Transfer (specifically, Ligand-to-Metal Charge Transfer or LMCT), where an electron momentarily shifts from the Oxygen p-orbitals to the Manganese d-orbitals.
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