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Avogadro Constant (NA) 🥑
6.02 Ă— 1023
Number of particles
N = No. mole x NA
Relative Atomic Mass (Ar)
The weighted average mass of all isotopes of the element / 1/12 the mass of a 12C atom.
Amount of substance
No. mol = Mass (g) / Mr (g/mol)
Molecular formula
Empirical formula multiplied by an integer
Molar Concentration
c = No. mol / Volume (dm3)
cm3 → dm3
Volume (cm3) / 1000
Theoretical yield
Maximum mass of product that could be obtained
Experimental yield
The mass of product obtained
Avogadro’s Law
Equal volumes of gases under the same condition of temperature and pressure contain equal numbers of particles.
No. mol of gas at S.T.P.
No. mol = volume (dm3) / 22.7 (dm3)
Boyle’s Law
Pressure is inversely proportional to volume
Charles’s Law
Temperature is directly proportional to volume
Gay-Lussac’s Law
At constant volume pressure is proportional to temperature
Combined gas law

Ideal gas equation
P(Pa) V(m3) = n(no.mol) R(8.31) T(K)
Why does temperature remain constant at the melting point?
Added energy used to overcome intermolecular forces or the forces of attraction between the particles in the solid lattice. During melting, the average K.E. of the particles does not change.
Melting points of pure substances vs impure substances
Pure substances have sharp melting points.
Impure substances melt over a wider range.
Characteristics of matter
Made up of particles, atoms, ions, molecules
Occupies a volume in space
Has mass
Particles are in constant motion
Homogenous mixture
Uniform composition
Heterogenous mixture
Non-uniform distribution of substances.
Calculation empirical formula
Ar or Mr
% by mass
Ratio of atoms (Ar/% by mass)
Divide by smallest ratio of atoms
S.T.P.
273K and 1.0 Ă— 105 Pa
Assumptions of the ideal gas model
-Molecules are in constant motion
-Collisions between molecules are perfectly elastic
-Volume occupied by gas is negligible
-No intermolecular forces between molecules
-Kinetic energy of molecules is proportional to temperature