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D and F Block Elements question

2022 · 29 Jun · Shift 2 · Q19
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D and F Block Elements question

2022 · 29 Jun · Shift 2 · Q19

JEE MainChemistryD and F Block ElementsNumerical+4 / −1
Spin only magnetic moment of [MnBr6]4−[MnBr_6]^{4-}[MnBr6​]4− is ‾\underline{\hspace{2cm}}​ B.M. (round off to the closest integer)
Numerical answer
View written solutionFree

Correct answer: 6

  1. Find the oxidation state of Mn in [MnBr6]4−[MnBr_6]^{4-}[MnBr6​]4−

Let oxidation state of Mn be xxx.

Each Br−Br^-Br− ligand has charge −1-1−1, so:

x+6(−1)=−4x + 6(-1) = -4x+6(−1)=−4 x−6=−4x - 6 = -4x−6=−4 x=+2x = +2x=+2

So, the metal ion is Mn2+Mn^{2+}Mn2+.

  1. Write the electronic configuration of Mn2+Mn^{2+}Mn2+

Atomic number of Mn = 25.

Neutral Mn:

[Ar] 3d54s2[Ar] \, 3d^5 4s^2[Ar]3d54s2

For Mn2+Mn^{2+}Mn2+, remove 2 electrons from 4s4s4s first:

Mn2+=[Ar] 3d5Mn^{2+} = [Ar] \, 3d^5Mn2+=[Ar]3d5

  1. Determine the number of unpaired electrons

Br−Br^-Br− is a weak field ligand, so the complex is high spin.

For 3d53d^53d5 high-spin configuration, the number of unpaired electrons is:

n=5n = 5n=5

  1. Calculate spin-only magnetic moment

Formula:

μ=n(n+2) B.M.\mu = \sqrt{n(n+2)} \text{ B.M.}μ=n(n+2)​ B.M.

Substitute n=5n=5n=5:

μ=5(5+2)=35 B.M.\mu = \sqrt{5(5+2)} = \sqrt{35} \text{ B.M.}μ=5(5+2)​=35​ B.M.

μ≈5.92 B.M.\mu \approx 5.92 \text{ B.M.}μ≈5.92 B.M.

  1. Round off to the closest integer

5.92≈65.92 \approx 65.92≈6

Final Answer

Spin-only magnetic moment of [MnBr6]4−[MnBr_6]^{4-}[MnBr6​]4− is:

6 B.M.\boxed{6 \text{ B.M.}}6 B.M.​

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