CBSE BOARD XII, asked by Anubhavdeb, 10 months ago

if each orbital can hold maximum 2 e-, total of of elements is 8th period will be divided by 15 is

Answers

Answered by anildeny
1

Answer:

Explanation:

Well, this is kind of open to interpretation... but if I interpreted it correctly, I get  

27

elements, compared to the original  

18

elements, in the 4th period of the periodic table.

(If you already knew that the number of electrons allowed in a given orbital is derived from the properties of electrons, and NOT of the orbitals themselves, the answer quickly follows.)

PRELIMINARY THINGS

I think there's a typo in the question... I looked this up elsewhere, and it's probably...

If each orbital can hold a maximum of 3 electrons, the number of elements in the 4th period of the periodic table (long form) is...?

Also, note that this is entirely theoretical, as all electrons only have two possible spins ( m s  =  ±  1 2 ) in a given orbital, and no two electrons can share the same quantum state (Pauli Exclusion Principle); that restricts each orbital to contain only two electrons in real life.

That aside, when we suppose three electrons are "allowed" in a single orbital (assuming the other three quantum numbers are as normal), we suddenly "allow"  50 %more elements in a given quantum level.

(It's not really why the periodic table was arranged historically, but... I suppose that's what the intent of this question was...)

Answered by Anonymous
12

Chemistry

Classification of Elements and Periodicity in Properties

Modern Periodic Law and Periodic Table

If each orbital can hold a ...

CHEMISTRY

Asked on December 26, 2019 byKanhaiya Jindal

If each orbital can hold a maximum of 3 electrons. The number of elements in 2nd period of the periodic table (long form) will be:

A

27

B

9

C

18

D

12

HARD

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ANSWER

First we need to calculate:

i) No. of subshells ii) No. of orbitals iii) No. of elements 

Formula to calculate no. of subshell

1) No. of period is even : 2(n+2)

2) No. of period is odd : 2(n+1)

∴2(n+2)⇒n=2

Thus no. of orbitals in various subshell are:

For n=2 we have only s & p orbitals

s has 1 orbital

p has 3 orbital

∴ no. of orbital =4

It is given that each orbital can have a maximum of 3 electrons.

Thus maximum no. of electrons =4×3=12 

Hence, the no. of elements = 12

Option D is correct.

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