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Question #44865

Difficulty: 8/10 | 🟢 Free

The Question

Consider the Group 10 elements (\ceNi\ce{Ni}, \cePd\ce{Pd}, \cePt\ce{Pt}) at 298 K298\text{ K}. The standard reduction potentials E∘(\ceM2+/M)E^\circ(\ce{M^{2+}/M}) are −0.25 V-0.25\text{ V}, +0.92 V+0.92\text{ V}, and +1.18 V+1.18\text{ V}, respectively. The sum of the first two ionization enthalpies (ΔiH1+ΔiH2\Delta_{i}H_1 + \Delta_{i}H_2) is highest for \cePt\ce{Pt} due to the Lanthanoid contraction, whereas the sum of the first four ionization enthalpies (∑j=14ΔiHj\sum_{j=1}^{4} \Delta_{i}H_j) is highest for \ceNi\ce{Ni}.

A solution contains 1.0 M1.0\text{ M} each of \ceNi2+\ce{Ni^{2+}}, \cePd2+\ce{Pd^{2+}}, and \cePt2+\ce{Pt^{2+}} in 1.0 M \ceHCl1.0\text{ M } \ce{HCl}. Standard hydrogen gas at 1 bar1\text{ bar} is bubbled through this solution until thermodynamic equilibrium is reached.

Identify the metal(s) that will precipitate from the solution, and the central metal that forms the most thermodynamically stable hexachloro complex \ce[MCl6]2−\ce{[MCl_6]^{2-}}, respectively.

Options

  • A.

    (\cePd,\cePt)(\ce{Pd}, \ce{Pt}) and \cePt\ce{Pt}

  • B.

    (\ceNi)(\ce{Ni}) and \ceNi\ce{Ni}

  • C.

    (\cePt)(\ce{Pt}) and \cePd\ce{Pd}

  • D.

    (\cePd,\cePt)(\ce{Pd}, \ce{Pt}) and \ceNi\ce{Ni}

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Correct Answer

Step-by-Step Solution

Explanation

How the Examiner Thinks

Mechanism_Trap

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Concepts Behind This Question

Lanthanoid Contraction cause|Standard Electrode Potential Sign Conventions

Why This Question Is Tricky

Common Mistakes

The question tests the dual and often counter-intuitive effects of the Lanthanoid contraction on d-block elements.

Students frequently assume that because ionization energy generally decreases down a group, heavier transition metals should easily form lower oxidation states (like +2).

However, the Lanthanoid contraction increases the effective nuclear charge, making the first two ionization energies highest for 5d metals (e.g., Pt), thus making their +2 states less stable and their E° values highly positive (noble character).

Conversely, the larger size of the 5d orbitals reduces interelectronic repulsion, making the 3rd and 4th ionization energies lower than their 3d counterparts.

This hidden variable—the crossover in cumulative ionization energies—explains why 5d metals form highly stable higher oxidation states (like Pt in +4) despite being resistant to initial oxidation.

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Question Information

SubjectChemistry
ChapterD and F Block Elements - Class 12
ConceptLanthanoid Contraction cause
Difficulty8
Cognitive Load7
Target Solve Time160 sec
AccessFree