A nitrogen gas container has a volume of 35.0 L. Calculate the mass of nitrogen in the container if the gas has a pressure of 1800 torr at 42°C.
V=35.0 Lp=1800 torr=2.368 atmT=42+273=315 KV=35.0 \;L \\ p=1800 \;torr = 2.368 \;atm \\ T= 42 + 273 = 315 \;KV=35.0Lp=1800torr=2.368atmT=42+273=315K
Ideal Gas Law
pV=nRT
R = 0.08206 L×atm/mol×K
n=pVRTn=2.368×35.00.08206×315=3.206 moln= \frac{pV}{RT} \\ n = \frac{2.368 \times 35.0}{0.08206 \times 315} = 3.206 \;moln=RTpVn=0.08206×3152.368×35.0=3.206mol
M(N2) = 28.01 g/mol
m=3.206×28.01=89.81 gm = 3.206 \times 28.01 = 89.81 \;gm=3.206×28.01=89.81g
Answer: 89.81 g
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