Which is not the permissible subsheel (A) 2d (B) 4f (C) 6p (D) 3s
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Answered by
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As per the quantum theory of the atomic structure the subshells are equal to the value of principal quantum number i.e.,
if n = 1 there will be only one subshell,
if n = 2 there will be two subshells,
i.e., s and p. Hence, there cannot be subshell in 2d.
hence, option (A) is correct.
Answered by
1
As per the quantum theory of the atomic structure the subshells are equal to the value of principal quantum number i.e.,
if n = 1 there will be only one subshell,
if n = 2 there will be two subshells,
i.e., s and p. Hence, there cannot be subshell in 2d.
hence, option (A) is correct.
if n = 1 there will be only one subshell,
if n = 2 there will be two subshells,
i.e., s and p. Hence, there cannot be subshell in 2d.
hence, option (A) is correct.
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