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Animated Solution for Chemistry - d and f-Block Elements: The number of electrons in the ground state electronic configuration of is ...... . [Atomic number of Gd is 64.]

Enter Numerical Value:

Visualized Solution

Atomic Number of Gd

Electronic Configuration of Gd

Formation of

Removing Electrons

Counting Electrons

Extension: Ion

The Sigma Insight: Inner Transition Elements

Solution Diagram
The electronic configuration of f-block elements often feels like a maze of exceptions, but beneath the surface lies a beautiful logic driven by stability and symmetry. Let's dive into the fascinating case of Gadolinium (Gd) and uncover the secret behind its electron arrangement.

The Neutral Atom

A Quest for Stability
Gadolinium, with an atomic number of 64, sits proudly in the lanthanide series. When we start filling its electrons, the first 54 are neatly tucked away in the Xenon core, . This leaves us with 10 electrons to distribute among the , , and orbitals.
Following the standard Aufbau principle, we fill the orbital first, giving us . Now, we have 8 electrons left. You might expect them all to crowd into the subshell, creating a configuration. However, nature loves symmetry. A half-filled subshell () is exceptionally stable due to maximized exchange energy and a perfectly symmetrical charge distribution.
To achieve this state of zen, Gadolinium places 7 electrons in the subshell and kicks the remaining 1 electron into the slightly higher energy orbital. Thus, the ground state electronic configuration of neutral Gadolinium is:

Ionization

The Outermost First Rule
Now, the question asks for the configuration of the ion. To form a cation, we must strip away two electrons. But which ones go first?
A common trap is to remove the last electrons that were added (the or electrons). However, ionization is a physical process of pulling electrons away from the nucleus. Therefore, electrons are always removed from the outermost principal quantum shell first.
In Gadolinium, the outermost shell is . So, the two electrons are the first to be evicted. The inner and electrons remain safely shielded.

The Final Count

After removing the electrons, the electronic configuration of the ion becomes:
The question specifically asks for the number of electrons in this state. Looking at our final configuration, the subshell is completely untouched and still holds its perfectly stable half-filled arrangement.
Therefore, the number of electrons is exactly 7.
Understanding these subtle shifts in electron placement not only helps you solve tricky JEE questions but also gives you a deeper appreciation for the elegant rules that govern the quantum world!

Similar Questions

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The outer electron configuration of Gd (At. no. 64) is

(A)
(B)
(C)
(D)
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The correct electronic configuration and spin-only magnetic moment (BM) of (), respectively, are

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The number of -electrons in the ground state electronic configuration of Np () is …… . (Nearest integer)

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The ion is a strong reducing agent in spite of its ground state electronic configuration (outermost) : [Atomic number of Eu = 63]

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The electronic configuration of bivalent europium and trivalent cerium are (atomic number : )

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Which one of the following lanthanides exhibits oxidation state with diamagnetic nature ? (Given, for , , , )

(A)
(B)
(C)
(D)
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Larger number of oxidation states are exhibited by the actinoides than those by the lanthanoides, the main reason being

(A)
4f orbitals more diffused than the 5f orbitals
(B)
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(C)
more energy difference between 5f and 6d than between 4f and 5d orbitals
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In context of the lanthanoids, which of the following statements is not correct?

(A)
There is a gradual decrease in the radii of the members with increasing atomic number in the series.
(B)
All the member exhibit oxidation state.
(C)
Because of similar properties the separation of lanthanoids is not easy.
(D)
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Which one of the following lanthanoids does not form ? [ is lanthanoid metal]

(A)
(B)
(C)
(D)
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The actinoids exhibit more number of oxidation states in general than the lanthanoids. This is because

(A)
the 5f orbitals are more buried than the 4f orbitals
(B)
there is a similarity between 4f and 5f orbitals in their angular part of the wave function
(C)
the actinoids are more reactive than the lanthanoids
(D)
the 5f orbitals extend farther from the nucleus than the 4f orbitals