The maximum number of orbitals possible for a shell containing g sub shell is
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Answer: 25
Explanation: For g orbital, Azimuthal quantum number = 4 (s=0, p=1, d=2, f=3, g=4)
We know n= l+1
Therefore, n=5 (total shells)
Total number of electrons in a shell =2n²
Therefore, total number of orbitals in a shell= n² (as each orbital contains two electrons)
Therefore, n²=5²=25
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