The partial pressure of each gas (CO 2 and H 2 O) in the sample have to be calculated. Concept Introduction: An ideal gas has is a hypothetical gas that is formed by a few molecules so that, its density is low, and the intermolecular forces are null. The model of gas facilitates mathematical calculations to study gases. The ideal gas mixture is a mixture of two or more ideal gases that has the following characteristics, Each component of the mixture behaves as ideal gas that occupies all the mixture volume at the mixture temperature. Each component exercises a partial pressure. The sum of the partial pressure of the components is equal to the total pressure of the mixture. The mole fraction is the ratio between the moles number of the component in the mixture and the total number of moles of gas in the mixture. It can be expressed in the following way, y i = n i n total Where, y i is the molar fraction of component i, n i is the moles number of component i and n t o t a l is the total moles number of the mixture. The partial pressure is the pressure that a gas of the mixture exercises if it occupies all the volume of the mixture. The partial pressure of each component in the mixture is directly proportional to its molar fraction. It can be expressed in the following way, P i = y i x P total Where, P i is the partial pressure of component i, P t o t a l is the total pressure of the mixture and y i is the molar fraction of component i.
The partial pressure of each gas (CO 2 and H 2 O) in the sample have to be calculated. Concept Introduction: An ideal gas has is a hypothetical gas that is formed by a few molecules so that, its density is low, and the intermolecular forces are null. The model of gas facilitates mathematical calculations to study gases. The ideal gas mixture is a mixture of two or more ideal gases that has the following characteristics, Each component of the mixture behaves as ideal gas that occupies all the mixture volume at the mixture temperature. Each component exercises a partial pressure. The sum of the partial pressure of the components is equal to the total pressure of the mixture. The mole fraction is the ratio between the moles number of the component in the mixture and the total number of moles of gas in the mixture. It can be expressed in the following way, y i = n i n total Where, y i is the molar fraction of component i, n i is the moles number of component i and n t o t a l is the total moles number of the mixture. The partial pressure is the pressure that a gas of the mixture exercises if it occupies all the volume of the mixture. The partial pressure of each component in the mixture is directly proportional to its molar fraction. It can be expressed in the following way, P i = y i x P total Where, P i is the partial pressure of component i, P t o t a l is the total pressure of the mixture and y i is the molar fraction of component i.
Solution Summary: The author explains how the partial pressure of each gas (CO 2 and H 2 O) in the sample have to be calculated.
The partial pressure of each gas (CO2 and H2O) in the sample have to be calculated.
Concept Introduction:
An ideal gas has is a hypothetical gas that is formed by a few molecules so that, its density is low, and the intermolecular forces are null. The model of gas facilitates mathematical calculations to study gases.
The ideal gas mixture is a mixture of two or more ideal gases that has the following characteristics,
Each component of the mixture behaves as ideal gas that occupies all the mixture volume at the mixture temperature.
Each component exercises a partial pressure. The sum of the partial pressure of the components is equal to the total pressure of the mixture.
The mole fraction is the ratio between the moles number of the component in the mixture and the total number of moles of gas in the mixture. It can be expressed in the following way,
yi=nintotal
Where, yi is the molar fraction of component i, ni is the moles number of component i and n total is the total moles number of the mixture.
The partial pressure is the pressure that a gas of the mixture exercises if it occupies all the volume of the mixture.
The partial pressure of each component in the mixture is directly proportional to its molar fraction. It can be expressed in the following way,
Pi=yi x Ptotal
Where, Pi is the partial pressure of component i, Ptotal is the total pressure of the mixture and yi is the molar fraction of component i.
Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, chemistry and related others by exploring similar questions and additional content below.