This document provides an overview of key concepts and equations for gas laws. It defines important gas law terms like kinetic molecular theory, pressure, volume, moles, temperature and the gas constant. It outlines the assumptions of kinetic molecular theory and relationships between gas properties. Equations covered include the combined gas law, Avogadro's law, Boyle's law, Charles' law, Dalton's law of partial pressures, ideal gas law and real gas laws. It provides guidance on using units, symbols and dimensional analysis to set up and solve gas law problems.

1. High School Chemistry - Core Concept Cheat Sheet
18: Gas Laws
Key Gas Law Terms
Attacking Strategy for Gas Laws:
 Kinetic Molecular Theory (KMT): The theory of moving
molecules to explain gas behavior with a set of postulates.
 Kelvin (K): Temperature scale used in gas calculations. It
has an absolute zero. C + 273.15 = K
 Pressure: Force of gas molecules colliding with surfaces.
 Atmospheric Pressure: Pressure due to the layers of air
in the atmosphere.
 Standard Temperature and Pressure (STP): 1 atm (or
anything it’s equal to) and 0C (273.15 K).
 Dalton’s Law of Partial Pressure: The total pressure is
the sum of each type of gas’s pressure.
 Mole Fraction (): The ratio of moles of a specific
molecule to the total number of moles.
 Ideal Gas: All assumptions of the kinetic molecular theory
are true.
 Real Gas: The assumptions that molecules have no
attractions/repulsions and that the particle volume is
insignificant are not valid.
 Molar Volume of a Gas: 1 mole of any gas at STP = 22.4
Liters.
1.
2.
3.
Identify quantities by their units.
Write known and unknown quantities symbolically.
Choose equation to apply based upon list of quantities.
Convert Units, Plug Quantities into Equation
and Solve the Gas Laws
Symbols for all gas Laws:
P = Pressure
V = Volume
n = moles
T = Temperature (in Kelvin)
R = Gas constant
8.31
L  kPa
mole  K
Dimensional analysis can be used to convert between them.
Kinetic Molecular Theory
Assumptions of the KMT
1. Gases are made of atoms or molecules.
2. Gas particles are in rapid, random and constant motion.
3. The temperature is proportional to the average kinetic
energy.
4. Gas particles are neither attracted nor repelled from
each other.
5. All gas particle collisions are perfectly elastic. They
leave with the same energy they collided with.
6. The volume of gas particles is so small compared to the
space between them that the volume of the particle is
insignificant.
Average Kinetic Energy = (3/2)RT where R = 8.31 Jk-1•mol-1
Relationships between Gas Properties
The Ideal Gas Law: PV = nRT
# of molecules and pressure: Directly proportional, nP.
Pressure and volume: Inversely proportional, P1/V.
Pressure and temperature: Directly proportional, PT.
Combined Gas Law:
 Atmospheric pressure decreases as altitude increases.
 Containers
contract to
pressure.
o
o
(soft or with a moveable piston) expand or
allow internal pressure to equal external
Expansion lowers internal pressure.
Contraction raises internal pressure.
 Rigid container cannot expand or contract—they will
explode or implode.
L  atm
mole  K
P1V1 P2V2

n1T1 n2T2
When something is held constant, the value is the same on
both sides and it is cancelled out.
 Avogadro’s Law: Hold Pressure and Temperature constant.
V1/n1 = V2/n2
 Boyle’s Law: Hold moles and Temperature constant (The
last letter of his first name, RoberT, is T).
P1V1 = P2V2
 Charles’ Law: Hold moles and pressure constant (He was
from Paris).
V1/T1 = V2/T2
Gas Laws Rhyme: Avogadro - hold P, T; Bolyes - hold T;
Charles - hold P = “ABC – PreTend To Pee!”
Dalton’s Law of Partial Pressure:
Mole fraction:
A 
Ptotal   Pof each gas
mole A
moletotal
Partial Pressure and mole fraction:
PA   A Ptotal
Ideal Gas Law: PV  nRT
Mnemonic: “Phony Vampires Are(=) not Real Things!”
Density with Ideal Gas Law: P = DRT/MM
Real Gas Law:
Pressure Inside and Outside
0.0821
“a” and “b” = correction factors for real gases
Pressure Units
1 atm = 101300 Pa = 101.3 kPa = 760 mm Hg = 14.7 psi
or

n2a 
 P  2 V  nb   nRT

V 


Gas Stoichiometry
STP Stoichiometry
 Use 1 mole = 22.4 L as an equivalent in the stoichiometry to
find volume of the gas at STP.
Non-STP
 Use stoichiometry to find the STP volume of the gas
 Then use a gas law to convert to desired temperature
and/or pressure if the question asks for non-STP conditions.
How to Use This Cheat Sheet: These are the keys related to this topic. Try to read through it carefully twice then recite it out on a
blank sheet of paper. Review it again before the exams.
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