Question

If ‘”g” sublevel being filled how many maximum electrons can be accomlated​

Answer 1

Answer:-

For g subshell = l = 4

And, Maximum number of electrons = 4l + 2

= 4 × 4 + 2 = 18 electrons

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Answer 2

Given:

"g" sublevel or orbital is being accommodated with electrons.

To find:

Maximum number of electrons that can be accommodated in that orbital.

Calculation:

First we need to calculate the azimuthal quantum number for the "g" orbital ;

$\sf{azimuthal \: q.\: no. = principal \: q. \: no - 1}$

$\sf{ = > l = n - 1}$

$\sf{ = > l = 5 - 1}$

$\sf{ = > l = 4}$

Now , general formula for maximum number of electrons accommodated in a particular orbital with Azimuthal Quantum Number l is ;

$\rm{max \: \: e = 4l + 2}$

$\rm{ = > max \: \: e = (4 \times 4) + 2}$

$\rm{ = > max \: \: e = 18 \: electrons}$

So, final answer is:

$\boxed{ \red{ \rm{ max \: \: e = 18 \: electrons}}}$