The four set of quantum numbers are n, l, ml and ms.
Here,
n = principal quantum number,
l = angular momentum quantum number,
ml = magnetic quantum number
ms = spin quantum number.
According to Pauli’s exclusion principle, no two electrons in an atom can simultaneously have the same set of four quantum numbers.
Part 1:
If the number spin quantum number has 3 values: -1, 0 and +1, then it will have 3 electrons of each spin in each orbital.
The maximum number of electrons that can populate a given orbital are 3.
Part 2:
Each orbital can occupy 3 electrons. Then s orbital also occupies 3 electrons then electronic configuration of the element with atomic number 8 becomes 1s32s32p2.
Part 3:
For an element to behave as a noble gas it should have a completely filled orbital. Therefore, the first noble gas will have the configuration 1s3.
The second noble gas will have a completely filled 1s, 2s and 2p orbital and p orbital will have two sub-shells because for l = 1, ml = 0 and 1.
So, its configuration = 1s32s32p6 and its atomic number is 12.
Part 1
The maximum number of electrons that can populate a given orbital are 3.
Part 2
Electronic configuration of the element with atomic number 8 is 1s32s32p2.
Part 3
The atomic number of the second noble gas is 12.
Suppose you take a trip to a distant universe and find that the periodic table there...
Cap Resources Suppose you take a trip to a distant universe and find that the periodic table there is derived from an arrangement of quantum numbers different from the one on Earth. The rules in that universe are: 1. principal quantum number n 1,2,... (as on Earth); 2. angular momentum quantum number 0,1,2,... ,n- 1 (as on Earth); 3. magnetic quantum number me = 0, 1,2, ...,l (only positive integers up to and including are allowed); 4. spin quantum number...
Suppose you take a trip to a distant universe and find that the periodic table there is derived from an arrangement of quantum numbers different from the one on Earth. The rules in that universe are: 1. principal quantum number n = 1, 2, . . . (as on Earth); 2. angular momentum quantum number l = 0, 1, 2,. . . , n – 1 (as on Earth); 3. magnetic quantum number ml = 0, 1, 2, . ....
The last question is what is
the atomic number of the second noble gas?
Suppose you take a trip to a distant universe and find that the periodic table there is derived from an arrangement of quantum numbers different from the one on Earth. The rules in that universe are: 1. principal quantum number n = 1,2,... (as on Earth); 2. angular momentum quantum number / = 0,1,2,...,n - 1 (as on Earth); 3. magnetic quantum number me = 0,1,2,...,f...
2. Imagine a universe in which the value of the ms quantum number can be +1 /2, 0 and - 1 /2 instead of just the Fermion values of ±1 /2. Assuming that all the other quantum numbers can take only the values possible in our world and that the Pauli exclusion principle applies, give the following: (a). The new electronic configuration of nitrogen. (b). The electronic configuration for the element below nitrogen in the new periodic table. (c). The...
Match the following correctly principal quantum number, n=12.3 Al=0, 1, 2, 3, 4 B. designates size and energy C. s and p electrons outside noble gas or angular momentum quantum number, l-0 to (n-1) pseudo-noble gas core, involved in chemical reactions , p, d, f, g-which numbers? magnetic quantum number, m,--l to+1 spin quantum number m s=+1/2 or-1/2 Pauli Exclusion principle Aufbau Principle Hund's Rule pseudo-noble gas core D, no 2 electrons in an atom have the same 4 quantum...
Match the following correctly principal quantum number, n=12.3 Al=0, 1, 2, 3, 4 B. designates size and energy C. s and p electrons outside noble gas or angular momentum quantum number, l-0 to (n-1) pseudo-noble gas core, involved in chemical reactions , p, d, f, g-which numbers? magnetic quantum number, m,--l to+1 spin quantum number m s=+1/2 or-1/2 Pauli Exclusion principle Aufbau Principle Hund's Rule pseudo-noble gas core D, no 2 electrons in an atom have the same 4 quantum...
4) In universe MdUP, the periodic table differs as the rules for the quantum numbers differ from our universe. In MdUP, the rules for the quantum numbers are: i) The principle quantum number (n) must be a positive integer like our universe. ii) The angular momentum quantum number (l) is also the same (l= 0, …, n-1). The numbers also correspond to the same orbital shapes (s, p, d, f) that they do in our universe. iii) The magnetic quantum...
(3) a) Atomic orbitals developed using quantum mechanics describe exact paths for electron motion. give a description of the atomic structure which is essentially the same as the Bohr model. describe regions of space in which one is most likely to find an electron. allow scientists to calculate an exact volume for the hydrogen atom. are in conflict with the Heisenberg Uncertainty Principle. The orientation in space of an atomic orbital is associated with A) the principal quantum number(n). B)...
3. Knowing that the magnesium and aluminum atoms possesses 12 and 13 electrons respectively: (a) Write down the electron configuration (nl) of the ground state. Explain your answer. (b) We focus on the electron configuration determined in (a). Considering only the electrons from the outer subshell, add their electronic spins and their orbital angular momenta separately. Label the total spin and the total orbital momentum quantum numbers by s and l, respectively. Write down the possible values spanned by s...
3. Knowing that the magnesium and aluminum atoms possesses 12 and 13 electrons respectively: (a) Write down the electron configuration (nl) of the ground state. Explain your answer. (b) We focus on the electron configuration determined in (a). Considering only the electrons from the outer subshell, add their electronic spins and their orbital angular momenta separately. Label the total spin and the total orbital momentum quantum numbers by s and l, respectively. Write down the possible values spanned by s...