Properties and KMT
Gas Laws
Ideal Gas Law
Gas Stoichiometry
100

The KMT is a theory that describes this

The behavior of ideal gasses

100

Dalton's Law of Partial Pressure and the research that accompanied it allowed Dalton to make this critical discovery that reshaped our understanding of the world

The atom

100

This must always be the unit for Temperature as it is a direct representation of the amount of kinetic energy of the substance

Kelvin

100

In stoichiometry I always place this on the top of my fraction or conversion factor

The one you are solving for

200

This property allows gas particles to move through tiny openings in a material 

Effusion

200

According to Charles Law temperature and this variable are directly proportional

Volume

200

These are the numerical values represented by STP

273 Kelvin and 1 Atmosphere

200

This is the conversion factor comparing volume and moles

22.4 L = 1 mole

300

The definition of diffusion is when particles move from areas that are less dense to areas that are more dense.

Explain why this statement is false.

more dense to less dense

300

According to Boyles Law these two variables are inversely proportional

Pressure and Volume

300

In the ideal gas law you can solve for temperature with this equation

T=PV/nR

300

This is the only fraction that will change my starting value if I am converting from Liters of one substance to Liters of another.

The mole ratio

400

Energy is directly proportional to this property of a gas according to the KMT

What is temperature

400

In Gay-Lussac's Law we used this common example to describe the direct relationship of its two variables

Tire Pressure

400

The gas constant represents the standard values of these 4 forms of measurement

Pressure, Volume, Moles, and Temperature

400

In the reaction:
N2(g) + 3H2(g) → 2NH3(g),
how many liters of hydrogen gas are needed to completely react with 10.0 L of nitrogen gas at constant temperature and pressure?

30 Liters

500

These are the 5 postulates of the KMT

  • Gas particles are in constant, random motion.
    They move in straight lines until they collide with other particles or the walls of the container.

  • Gas particles are very small and occupy negligible volume.
    The actual volume of the particles is so small compared to the space between them that it can be ignored.

  • There are no attractive or repulsive forces between gas particles.
    Particles neither attract nor repel each other; they move independently of one another.

  • Collisions between gas particles are perfectly elastic.
    When particles collide, no kinetic energy is lost—total kinetic energy is conserved.

  • The average kinetic energy of gas particles is directly proportional to the temperature in Kelvin.
    Higher temperature means higher average kinetic energy of the particles.

500

This Gas Law is displayed when a student pulls back the plunger of a syringe to draw in air and then seals the tip with a cap. The syringe is then placed in a warm water bath, and the plunger begins to push outward on its own. 

Charles Law

500

A student collects 0.200 moles of a gas in a container at a pressure of 1.20 atm and a temperature of 300 K. Using the Ideal Gas Law, what volume does the gas occupy? (R=.0821)

4.1 L

500

Avagadro's Law states that all gasses under standard conditions will occupy the same amount of space. Using gas stoichiometry concepts. Explain why 2 Liters of O2 gas might not always produce 2 liters of CO2 gas in a reaction.

If the mole ratio isn't a 1:1