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