Chemistry, asked by nwoforgood, 10 months ago

State Pauli's exclusion principle. Based on this
principle show that the maximum number of
electrons that can be accommodated in an orbit is
8 when n-2

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Answers

Answered by rashich1219

Step by step explanation:

Pauli's exclusion principle:

"It is states that , no two electrons in an atom can have identical set of four quantum numbers."

The maximum number of electrons are present in the s,p,d,f orbitals is as follows.

s -orbital - 2

p-orbital - 6

d- orbital - 10

f-orbital -14

The each energy levels of an atom can be indicated by the K,L,M and N(check the diagram in attachment).

The given n = 2.

It indicate the second energy level i.e., "L"energy level.

The electrons that can be accommodated in an orbit is 8 and the electronic configuration is $\bold{2s^{2}2p^{6}}$ .