Dalton focused on this law by adding two separate gases, treating them as if they were one gas in an enclosure.

(a)  

This term is used for the temperature at which a fluid will change from its liquid to vapourous phase.

(a)  

Whether or not a fluid vapourises or condenses, is determined by an increase or reduction of this energy form:

(a)  

The gas law which combines two other laws and expresses them as a single law.

(a)  

This gas law is actually two laws, aimed at what happens to pressure and volume when temperature changes, expressed in one sentence.

(a)  

Within the Characteristic Gas Equation, this is represented by R and measured in kJ/kg.K

(a)  

P₁ x V₁ = P₂ x V₂ was the formula created to represent the gas law discovered by this scientist.

(a)  

The basic quantity (a)   , is the subject in the transposed gas law formula:

The exact behaviour of the temperature-pressure-volume relationship of ideal gas laws allows them to be predicted and (a)   .

If an ideal gas at a pressure of 13 Bar.A and a temperature of 27 °C is processed at a constant volume to a pressure of 39 Bar.A, what will its new temperature be? 

N.B.:  $\frac{P_1}{T_1}\ =\ \frac{P_2}{T_2}$  

(a)