Question:

The pair in which both species have same magnetic moment (spin only value) is:

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The magnetic moment depends on the number of unpaired electrons. Species with the same number of unpaired electrons will have the same magnetic moment.
Updated On: Mar 25, 2026
  • \( \left[ \text{Cr(H}_2 \text{O})_6 \right]^{2+} \), \( \left[ \text{CoCl}_4 \right]^{2-} \)
  • \( \left[ \text{Cr(H}_2 \text{O})_6 \right]^{3+} \), \( \left[ \text{Fe(H}_2 \text{O})_6 \right]^{2+} \)
  • \( \left[ \text{Mn(H}_2 \text{O})_6 \right]^{2+} \), \( \left[ \text{Fe(H}_2 \text{O})_6 \right]^{2+} \)
  • \( \left[ \text{CoCl}_4 \right]^{2-} \), \( \left[ \text{Fe(H}_2 \text{O})_6 \right]^{2+} \)
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The Correct Option is B

Solution and Explanation


Step 1: Magnetic moment and spin-only formula.

The magnetic moment is given by the formula \( \mu_{\text{eff}} = \sqrt{n(n+2)} \), where \( n \) is the number of unpaired electrons.
Step 2: Determine the species with the same magnetic moment.

Both \( \left[ \text{Cr(H}_2 \text{O})_6 \right]^{3+} \) and \( \left[ \text{Fe(H}_2 \text{O})_6 \right]^{2+} \) have the same number of unpaired electrons and thus the same magnetic moment. Final Answer: \[ \boxed{\left[ \text{Cr(H}_2 \text{O})_6 \right]^{3+}, \left[ \text{Fe(H}_2 \text{O})_6 \right]^{2+}} \]
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