A sample of 0.400 L Ne initially at 1.181 atm and 240.ºC and a 0.150 L sample of O2 initially at 0.794 atm and 130.ºC are added to 500. mL flask held at 25.0ºC. Which choice is closest to the total pressure in the flask?
Enter your answer to three significant figures in units of atm.
Total pressure = 0.725 atm
Explanation
According to ideal gas law,
moles of gas = [(pressure) * (volume)] / [(R) * (temperature)]
For Ne,
pressure = 1.181 atm
volume = 0.400 L
temperature = 240 oC = 513 K
moles Ne = [(pressure Ne) * (volume Ne)] / [(R) * (temperature Ne)]
moles Ne = [(1.181 atm) * (0.400 L)] / [(0.0821 L-atm/mol-K) * (513 K)]
moles Ne = 0.01121889 mol
Similarly, moles O2 = 0.0036 mol
Total moles = moles Ne + moles O2
Total moles = (0.01121889 mol) + (0.0036 mol)
Total moles = 0.0148 mol
Total pressure = [(Total moles) * (R) * (temperature)] / (volume)
Total pressure = [(0.0148 mol) * (0.0821 L-atm/mol-K) * (298 K)] / (0.500 L)
Total pressure = 0.725 atm
A sample of 0.400 L Ne initially at 1.181 atm and 240.ºC and a 0.150 L...
A sample of 0.400 L Ne initially at 1.347 atm and 240.ºC and a 0.150 L sample of O2 initially at 0.784 atm and 130.ºC are added to 500. mL flask held at 25.0ºC. Which choice is closest to the total pressure in the flask? Enter your answer to three significant figures in units of atm.
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