The subshell that arises after f is called g | vedclass

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(D) For a given subshell,the azimuthal quantum number $l$ determines the type of subshell: $s(l=0), p(l=1), d(l=2), f(l=3), g(l=4)$.$(a)$ The number o

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$(a) 9; (b) 5s$

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(D) For a given subshell,the azimuthal quantum number $l$ determines the type of subshell: $s(l=0), p(l=1), d(l=2), f(l=3), g(l=4)$.$(a)$ The number of orbitals in a subshell is given by $(2l + 1)$. For the $g$ subshell,$l = 4$,so the number of orbitals is $2(4) + 1 = 9$.$(b)$ The $g$ subshell first occurs when the principal quantum number $n > l$. Since $l = 4$,the first occurrence is in the $n = 5$ shell $(5g)$. The total number of orbitals in a principal shell $n$ is given by $n^2$. For $n = 5$,the total number of orbitals is $5^2 = 25$.

The subshell that arises after $f$ is called $g$ subshell.
$(a)$ How many $g$ orbitals are present in the $g$ subshell?
$(b)$ In what principal electronic shell would the $g$ subshell first occur and what is the total number of orbitals in this principal shell?

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The subshell that arises after $f$ is called $g$ subshell.$(a)$ How many $g$ orbitals are present in the $g$ subshell?$(b)$ In what principal electronic shell would the $g$ subshell first occur and what is the total number of orbitals in this principal shell?