1) If a 20.0 L tank filled with propane has a temperature of 35.0 degrees Celsius and a pressure of 1100.0kPa., the number of moles of propane in the cylinder is ______mol. *
2) The volume occupied by one mole of hydrogen iodide gas is at a pressure of 855 kPa and a temperature of 28.0 degrees Celsius. How many grams of hydrogen iodide does this vessel contain? *
1) PV = nRT
Here, P = 1100.0 kPa, T = 308.15 K, V = 20.0 L, R = 8.314 kPa L K-1 mol-1
n = PV/RT = (1100.0×20.0) / (8.314×308.15) mol
= 8.587 mol (Answer)
There is 8.578 moles propane in the cylinder.
2) PV = nRT
Here, n= 1, P = 855 kPa, T = 301.15 K, R = 8.314 kPa L K-1 mol-1
V = (1×8.314×301.15) / 855 L
= 2.928 L
(P1V1)/ T1 = (P2V2) / T2
According to question here, P1= 855 kPa, T1 = 301.15 K, V1 = 2.928 L
P2= 101.325 kPa, T2 = 293.15 K [ use NTP values ]
V2 = (855×2.928×293.15) / (301.15×101.325) L
= 24.05 L
At NTP, 22.4 L hydrogen iodide = 1 mole hydrogen iodide
24.05 L hydrogen iodide = 24.05/22.4 mole
= 1.07 mole
Molecular weight of hydrogen iodide is 127.911 g/mol
1 mole hydrogen iodide = 127.911 g
1.07 mole hydrogen iodide = 136.86 g (Answer)
136.86 grams of hydrogen iodide contain this vessel.
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