4. The gaseous state Flashcards
Boyle’s Law formula?
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Hint: Volume proportional to?
V = k/p
Volume = Constant x Pressure
When temperature is constant
For a given amount of gas under two different sets of conditions at constant temperature, what is the formula?
p1 x V1 = p2 x V2
Charles’s Law (Gay-Lussac’s Law) formula?
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Hint: Volume proportional to?
V/T = k
Volume / Temperature = Constant
When pressure is constant
For a given amount of gas under two different sets of conditions at constant pressure, what is the formula?
V1 / T1 = V2 / T2
How to convert Celsius into Kelvin?
Temperature (Kelvin) = Temperature (In celcius) + 273
Avogradro’s Law formula?
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Hint: Volume proportional to?
V = N
Volume = Number of particles
Under the same conditions of temperature, pressure, volumes of all gases.
What is the Ideal gas equation formula?
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Hint: Made up of Boyle, Charles, Avogadro Laws.
V = ( n x T ) / p
pV = nRT
Where R is the molar gas constant
Define Dalton’s Law of Partial Pressures?
In a mixture of gases that do not react with one another, each gas behaves as if it were the only gas present.
At constant volume and temperature.
For an ideal gas at constant V and T, p (partial pressure) of gas A is directly proportional to n (amount of molecules). Hence, what is the formula for an ideal gas?
pA / Ptotal = nA / ntotal
partial pressure A / pressure total = amount of molecules A / total amount of molecules
The kinetic molecular theory of gases assumes that…
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Hint: 4 points
1) Gas molecules behave as rigid spheres
2) There are no intermolecular forces between the gas molecules
3) Collisions between the gas molecules are perfectly elastic hence, no loss of kinetic energy during collisions
4) Gas molecules have no volume
Explain gas pressure within a container occurs.
Gas molecules are in constant random motion within the container the gas is in and collide with the walls of the container. They exert a force which results in pressure.
Explain boyle’s law in relation to behaviour of gases within a container.
When volume of the gas decreases, distance between gas molecules and the wall of the container decrease. Hence, the molecules collide more often with the walls, leading to greater pressure being exerted by the gas.
Explain Charles’ Law in relation to behaviour of gases within a container.
When temperature of the gas increase, the gas molecules have higher kinetic energy and move faster. They hit the walls of the container more frequently and at a greater force, leading to a greater pressure being exerted by the gas.
Explain Dalton’s law of partial pressure in relation to behaviour of gases within a container.
The pressure exerted by the gas depends on the number of collisions per second, which is proportional to the number of gas molecules present.