Electron Configuration
Chemical Bonding
Nomenclature
Shape of Molecules
Polarity
100

Electron capacity n=3

What is 18

100

The type of bond for NaCl

What is ionic

100

Li3N

What is Lithium nitride

100

Valence Shell Electron Pair Theory is the model for

What is predict molecular shape

100

The characteristic of a polar molecule 

What is partial charge

200

Calculate energy of electromagnetic radiation

Wavelength=450 nm

What is 4.42*10-19 J

200

Number of valence electrons in CO

What is 10

200

Compound form of Cobalt(3) chloride

What is CoCl3
200

Steric number of CO2

What is 2
200

Dipole moment

What is arrows that represent a property of the bond

300

The trend of atomic size on the periodic table

What is increasing as you go left and down

300

The dot diagram of H2O

What is H-:O:-H

300

N2O4

What is Dinitrogen tetroxide

300

Steric number of NH3

What is four
300

Draw dipole moment of CH4

What is

400

O

What is [He] 2s2 2p4

400

The dot diagram of CO3-2

What is
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

400

CH4

What is methane

400

Shape of CF4

What is tetrahedral

400

Polarity of SO3

What is nonpolar

500

I

What is [Kr] 5s2 4d10 5p5

500

The type and specific bond for N2

What is covalent triple bond

500

HF

What is Hydrofluoric acid

500

Shape of O3

What is bent

500

Polarity of NCl3

What is polar

M
e
n
u