A flexible container contain 37. 4 gram of oxygen ga at a preure of 890. 0 mmHg and a temperature of 55. 00 oC. What i the volume of the ga in the container in L?



Answer :

volume of the ga in the container is 26.6L

what is ideal gas law?

Pressure times volume are equal to moles times the universal gas constant times temperature, according to the ideal gas law formula.

PV=nRT

where P is for pressure

n = number of moles, where V = volume

T stands for temperature.

R is the gas constant

Energy units per temperature increase per mole are measured by the gas constant R. It is sometimes referred to as the molar gas constant, the ideal gas constant, and the universal gas constant.

Depending on the units you use in your computation, the gas constant R has a different value.

To convert degree celcious to kelvin, 55degree C+273= 328K

To convert pressure from mmHg to atm= 890/760=1.17atm

Number of moles of oxygen= 37.04/32=1.16mol

V= nRT/P

 =1.16*0.0821*328/1.17

 =26.6L

To learn more about ideal gas law https://brainly.com/question/27870704

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