Step 1: Use formula for magnetic moment.
Magnetic moment is given by the spin-only formula:
\[
\mu = \sqrt{n(n+2)}\ \text{BM}
\]
where \(n\) is the number of unpaired electrons. Greater the number of unpaired electrons, higher is the magnetic moment.
Step 2: Find unpaired electrons in each ion.
- \( \mathrm{Cr^{2+}} \): Electronic configuration \(3d^4\), so it has 4 unpaired electrons.
- \( \mathrm{Ni^{2+}} \): Configuration \(3d^8\), has 2 unpaired electrons.
- \( \mathrm{Cu^{2+}} \): Configuration \(3d^9\), has 1 unpaired electron.
- \( \mathrm{Co^{3+}} \): Configuration \(3d^6\), usually has fewer unpaired electrons (often low spin).
Step 3: Compare magnetic moments.
Since \( \mathrm{Cr^{2+}} \) has the highest number of unpaired electrons (4), it will have the
highest magnetic moment.
Step 4: Conclusion.
Therefore, \( \mathrm{Cr^{2+}} \) shows the maximum magnetic moment.
Final Answer:\( \mathrm{Cr^{2+}} \).