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The subshell that arises after f subshell is called g subshell. What is the total number of orbital's in the shell in which the g subshell first occurred? 1-9 2-16 3-25 4-36
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The subshell that arises after f subshell is called g subshell. What i...
The g Subshell and the Total Number of Orbitals

The g subshell is the subshell that arises after the f subshell in the electron configuration of an atom. It is part of the larger shell that contains it. The g subshell is characterized by the azimuthal quantum number ℓ = 4.

Total Number of Orbitals in the Shell

To determine the total number of orbitals in the shell in which the g subshell first occurs, we need to understand the relationship between the principal quantum number (n) and the total number of orbitals. The principal quantum number indicates the energy level or shell in an atom.

Orbital Quantum Numbers

The total number of orbitals in a shell can be calculated using the formula:
Total number of orbitals = (2ℓ + 1)²

where ℓ represents the azimuthal quantum number.

Calculating the Total Number of Orbitals in the g Subshell

In the g subshell, the azimuthal quantum number ℓ is equal to 4. Plugging this value into the formula, we get:

Total number of orbitals = (2 × 4 + 1)²
Total number of orbitals = (8 + 1)²
Total number of orbitals = 9²
Total number of orbitals = 81

Conclusion

Therefore, the total number of orbitals in the shell in which the g subshell first occurs is 81. It is important to note that the g subshell does not occur until the principal quantum number (n) reaches a value of 4 or higher. This means that the g subshell is found in the fourth or higher energy level or shell of an atom.
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The subshell that arises after f subshell is called g subshell. What is the total number of orbital's in the shell in which the g subshell first occurred? 1-9 2-16 3-25 4-36
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