Question #253059
Solve the problem below using the most suitable formula with the given values. Show your solution.

A 5.73-L flask at 25 °C contains 0.0388 mol of N2 0.147 mol of CO and 0.0803 mol of H2 . What is the total pressure in the flask in atmosphere?
1
Expert's answer
2021-10-19T09:37:03-0400

Solution.

p=p(N2)+p(CO)+p(H2)p = p(N2)+p(CO)+p(H2)

p(X)=n×R×TVp(X) = \frac{n \times R \times T}{V}

p=R×TV(n(N2)+n(CO)+n(H2))p = \frac{R\times T}{V}(n(N2) + n(CO) + n(H2))

p=8.31×(25+273.14)5.73103(0.0388+0.147+0.0803)=115056.6 Pa=1.14 atmp = \frac{8.31 \times (25+273.14)}{5.73*10^{-3}}(0.0388 + 0.147 + 0.0803) = 115056.6 \ Pa = 1.14 \ atm

Answer:

p = 1.14 atm


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