Answer: Â The total pressure of the container is 231.97 kPa.
Explanation:
Given: [tex]P_{H_{2}} = 85.42 kPa[/tex], Â Â Â Â [tex]P_{O_{2}} = 3.2 kpa[/tex]
[tex]P_{F_{2}} = 22.65 kPa[/tex], Â Â Â Â Â Â [tex]P_{Cl_{2}} = 65.3 kPa[/tex]
Total pressure is the sum of pressure of each component of the gas present in a vessel or container.
Hence, total pressure of the container is calculated as follows.
[tex]P_{total} = P_{H_{2}} + P_{O_{2}} + P_{F_{2}} + P_{Cl_{2}} + P_{N_{2}}\\= 85.42 kPa + 3.2 kPa + 22.65 kPa + 55.4 kPa + 65.3 kPa\\= 231.97 kPa[/tex]
Thus, we can conclude that the total pressure of the container is 231.97 kPa.
