Suppose a particle has four quantum numbers such that the permited values are those as given below: n,1,2,3... `l: (n-1), (n-3),(n-5)`...but no negative number `J:(//+(1)/(2))` or `(//-(1)/(2))` if the latter is not negative. m : J in integral steps to +J Thus, how many particles could be fitted into that `n = 2` shell?

Suppose a particle has four quantum numbers such that the permited val

1.	Suppose a particle has four quantum numbers such that the permited values are those as given below: n,1,2,3... `l: (n-1), (n-3),(n-5)`...but no negative number `J:(//+(1)/(2))` or `(//-(1)/(2))` if the latter is not negative. m : J in integral steps to +J Thus, how many particles could be fitted into that `n = 2` shell?
Answer» Correct Answer - 6 `l = 1, j = (3)/(2),(1)/(2), m =- (3)/(2), -(1)/(2), +(1)/(2),+(3)/(2), -(1)/(2), +(1)/(2)`

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