1/31
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced | Call with Kai |
|---|
No analytics yet
Send a link to your students to track their progress
n
Principle quantum number
values= 1,2,3..
Tells us size of orbital, electron shell, and the region for the value of energy for a electorn in the orbital
l
Angular momentum quantum number
Depends on n: l =(n-1)
Rule: 0 ≤ l ≤n-1
Tells us the subshell, and the shape of the orbital
𝑚𝑙
Magnetic quantum number
Rule: -l ≤ ml ≤l
3D orientation in space
ms
Electron spin
Sign of electron (up or down)
Rule: -1/2 or +1/2
l value for s subshell
0
l value for p subshell
1
l value for d subshell
2
l value for f subshell
3
l =0 (s orbital)
2 electrons
l= 1 (p orbital)
6 electrons
l =2 (d orbital)
10 electrons
l=3 (f orbital)
14 electrons
The energy of an electron in an atom is ___ for ___ values of n
greater, larger
Principal quantum number (n)
used to characterize an orbital
Atomic orbital
general region in space around the nucleus that an electron is most likely to reside
For an orbital where n=1, l=?
0
for an orbital with n=2, l =?
l = 0 and 1
orbitals with the same value of l form a
subshell
s subshell has a __ shape
shperical
p subshell has a _ shape
dumbbell
each orbital holds _ electrons
2 electrons
Energy level equation
2n^2
n=1
max electrons = 2
n=2
max electrons = 8
n=3
max electrons = 18
n=4
max electrons = 32
Number of orbitals in an energy level equation
n^2
n= 1
1 orbital
n= 2
4 orbitals
n=3
9 orbitals
n= 4
16 orbitals
propose a set of quantum numbers that fulfill the 4p subshell
n= 4
l = 1 (b/c p=1 )
ml = -1, 0, OR 1
ms = ±½