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Maximum number of electrons in the M she...

Maximum number of electrons in the M shell

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Assertion : The maximum number of electrons in the shell with principle quantum number n is equal to 2n^(2) . Reason : Two electrons can have the same value of three quantum numbers n, l and m_(l) , but must have the opposite spin quantum number.

Maximum number of electrons in n^(th) shell is

Maximum number of electrons in given shell identified by the principal quantum number n is equal to

Maximum number of electrons in a sub-shell of an atom is determined by the following. State maximum number of electrons in p subshell

Maximum number of electrons in a sub-shell of an atom is determined by the following.

Maximum number of electrons in a sub-shell with l = 3 and n = 4 is.

Give the correct order of initials T (true) or F (false) for following statements :- (I) If an ion has 2 electrons in K shell, 8 electrons in I . Shell and 6 electrons in M shell, then number of S electrons present in that element is 6 . (II) The maximum number of electrons in a subshell is given by 2n^(2) (III) If electron has magnetic quantum number -1 , then it cannot be present in s-orbital. (IV) Only one radial node is present in 3p orbital.

{:(,"ColumnI",,"ColumnII"),((A),"Number of orbitials in the" n^(th)"shell",(P),2(2l+1)),((B),"Maximum number of electrons in a subshell",(Q),n),((C),"Number of subshell in" n^(th)"shell",(R),2l+1),((D),"Number of orbitals in a subshell",(S),n^(2)):}

What is the maximum number of electron in the posible sub-shell for n + l = 4 ?

Which of the following has same number of electrons in the last shell?