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Correct answer: 6
- List each species and check for unpaired electrons
We need to count how many among the following are paramagnetic:
A species is paramagnetic if it has one or more unpaired electrons.
- Analyze each species
(i)
By molecular orbital theory, has 2 unpaired electrons. So, is paramagnetic.
(ii)
Removing one electron from leaves 1 unpaired electron. So, is paramagnetic.
(iii)
Adding one electron to pairs one of the unpaired electrons, but still 1 unpaired electron remains. So, is paramagnetic.
(iv)
Total electrons = , an odd-electron molecule. Hence it has 1 unpaired electron. So, is paramagnetic.
(v)
Total valence electrons = , odd-electron species. Hence it has 1 unpaired electron. So, is paramagnetic.
(vi)
Isoelectronic with ; all electrons are paired. So, is diamagnetic.
- Coordination compounds
(vii)
The complex ion is .
Let oxidation state of Ni be :
So Ni is , with configuration:
is a weak field ligand, so is tetrahedral and high spin. A tetrahedral complex has 2 unpaired electrons.
Therefore, is paramagnetic.
(viii)
The complex cation is .
Oxidation state of Co:
So Co is :
with gives a strong enough field octahedral low-spin complex:
All electrons are paired. So, is diamagnetic.
(ix)
The complex ion is .
Oxidation state of Ni:
Again Ni is .
is a strong field ligand, causing pairing. For Ni(II), this complex is square planar and all electrons are paired. So, is diamagnetic.
- Count the paramagnetic species
Paramagnetic species are:
Total number:
- Final answer
The total number of paramagnetic species is
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