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Which of the following species must have...

Which of the following species must have maximum number of electrons in '`d_(xy)'` orbital?

A

Cr

B

`Fe^(3+)`

C

`Cu^(+)`

D

Both (a) and (b)

Text Solution

AI Generated Solution

The correct Answer is:
To determine which species has the maximum number of electrons in the `d_(xy)` orbital, we will analyze the electronic configurations of the given species: Chromium, Iron (Fe³⁺), and Copper (Cu⁺). ### Step 1: Determine the electronic configuration of each species. 1. **Chromium (Cr)**: - Atomic number = 24 - Electronic configuration: \( \text{Ar} \, 4s^1 \, 3d^5 \) - In the 3d subshell, the distribution of electrons is as follows: - \( d_{xy} \): 1 electron - \( d_{yz} \): 1 electron - \( d_{zx} \): 1 electron - \( d_{x^2-y^2} \): 1 electron - \( d_{z^2} \): 1 electron - Total in `d_(xy)` = 1 2. **Iron (Fe³⁺)**: - Atomic number = 26 - Neutral Iron configuration: \( \text{Ar} \, 4s^2 \, 3d^6 \) - For Fe³⁺, after losing 3 electrons (2 from 4s and 1 from 3d): - Configuration: \( \text{Ar} \, 3d^5 \) - Distribution in 3d: - \( d_{xy} \): 1 electron - \( d_{yz} \): 1 electron - \( d_{zx} \): 1 electron - \( d_{x^2-y^2} \): 1 electron - \( d_{z^2} \): 1 electron - Total in `d_(xy)` = 1 3. **Copper (Cu⁺)**: - Atomic number = 29 - Neutral Copper configuration: \( \text{Ar} \, 4s^1 \, 3d^{10} \) - For Cu⁺, after losing 1 electron (from 4s): - Configuration: \( \text{Ar} \, 3d^{10} \) - Distribution in 3d: - \( d_{xy} \): 2 electrons - \( d_{yz} \): 2 electrons - \( d_{zx} \): 2 electrons - \( d_{x^2-y^2} \): 2 electrons - \( d_{z^2} \): 2 electrons - Total in `d_(xy)` = 2 ### Step 2: Compare the number of electrons in the `d_(xy)` orbital for each species. - Chromium (Cr): 1 electron in `d_(xy)` - Iron (Fe³⁺): 1 electron in `d_(xy)` - Copper (Cu⁺): 2 electrons in `d_(xy)` ### Conclusion: The species with the maximum number of electrons in the `d_(xy)` orbital is **Copper (Cu⁺)**, which has **2 electrons** in that orbital. ### Final Answer: **Copper (Cu⁺)** has the maximum number of electrons in the `d_(xy)` orbital. ---
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