1/73
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
C (speed of light)
3.00 × 10^8
Avagadro’s #
6.022 * 10^23
H
Hydrogen
He
Helium
Li
Lithium
Be
Beryllium
B
Boron
C
Carbon
N
Nitrogen
O
Oxygen
F
Fluorine
Ne
Neon
Na
Sodium
Mg
Magnesium
Al
Aluminum
Si
Silicon
P
Phosphorus
S
Sulfur
Cl
Chlorine
Ar
Argon
K
Potassium
Ca
Calcium
Sc
Scandium
Ti
Titanium
V
Vanadium
Cr
Chromium
Mn
Manganese
Fe
Iron
Co
Cobalt
Ni
Nickel
Cu
Copper
Zn
Zinc
Ga
Gallium
Ge
Germanium
As
Arsenic
Se
Selenium
Br
Bromine
Kr
Krypton
Order of waves by wavelength (low to high)
gamma, x, UV, visible, infrared, radio
Dalton
Billiard Balls
Law of multiple prop.s
when two elements form two different compounds, the mass ratio in one compound is a whole # ratio times the mass ratio of the other
Curie
Radioactivity
Thompson
Cathode Ray Tube - electrons have specific charge
Chadwick
Neutrons
Rutherford, Geiger, Marsden
Nucleus - gold foil experiment
Mass defect
Mass of atom is slightly less than sum of all masses within atom
Isotopes
Same # protons, different # neutrons
Groups
Vertical columns on periodic table
Periods/rows
rows on periodic table
Group 1
Alkali Metals
Group 2
Alkaline Earth Metals
Group 16
Chalcogens
Group 17
Halides
Group 18
Noble Gasses
Mole
6.022 × 10^ 23
Speed of light
3 × 10^ 8
Wavelength to frequency formula
nu x lambda = c
Energy of a wave
E = h x nu
Planck’s Constant - h
6.626 × 10^ -34
Work function
amt of energy needed to kick an electron off
Monochromatic radiation
single wavelength released (laser)
Polychromatic radiation
many wavelengths
Rydberg formula
E = -R (1/n^ 2)
R
2.18 × 10^ -18
ground state
lowest energy - n = 1
Heisenberg uncertainty principle
can’t know momentum and position
De Broglie
lambda = h/(mv)
wave functions aka
orbitals
range of l
0 - (n-1)
range of m sub l
-l - l
shell
orbitals with same n
subshell
orbital with same n and l
node
place where there is no possibility of finding an electron
wave intensity (prob of electron)
amp ^ 2