Part A Calculate the density of oxygen, O 2 , under each of the following condit
ID: 789887 • Letter: P
Question
Part A Calculate the density of oxygen, O2, under each of the following conditions:- STP
- 1.00 atm and 25.0 ?C
Help me solve?? Part A Calculate the density of oxygen, O2, under each of the following conditions:
- STP
- 1.00 atm and 25.0 ?C
- STP
- 1.00 atm and 25.0 ?C
Help me solve?? Part B To identify a diatomic gas (X2), a researcher carried out the following experiment: She weighed an empty 0.65-L bulb, then filled it with the gas at 2.00atm and 24.0 ?C and weighed it again. The difference in mass was 1.5g. Identify the gas. Express your answer as a chemical formula.
Help me solve??
Help me solve?? g/L
Explanation / Answer
PART A
1)
At STP,
Molar mass of oxygen=32 g=0.032 kg
T=273.15 K
P=100kPa
From ideal gas equation,
PM=(ro)* RT
ro=PM/RT=(10^5*0.032)/(8.314*273.15)=1.409
density=1.409 kg/m^3= 1.409 g/L
2)
Molar mass of oxygen=32 g=0.032 kg
T=273.15 +25= 298.15 K
P=101.325 kPa
From ideal gas equation,
PM=(ro)* RT
ro=PM/RT=(101325*0.032)/(8.314*298.15)=1.308
density=1.308 kg/m^3 =1.308 g/L
density= 1.409 g/L, 1.308 g/L
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PART B
Volume of the bulb= 0.65 L= 0.65 *10^-3 m^3
P= 2 atm=2*101.325 = 202650 Pa
Temperature=273.15 +24= 297.15 k
Mass of gas= Difference in mass= 1.5 gm
From ideal gas equation,
PV=n RT
PV=(m/M)*RT
M=mRT/PV=(1.58*10^-3)*8.314*297.15/(202650*0.65 *10^-3)=0.02963 kg
Molecular mass of X2=Molar mass of gas(X2)=29.63 g
Atomic mass of X=29.63/2 =14.82 g
Since, nitrogen has a atomic mass of nearly 14 amu
X2 is N2
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