(1) T = 20 + 273 = 293 K
P = 105 kPa
Now, 1 kPa = 0.00987 atm
So, 105 kPa = 105x0.00987 = 1.0364 atm
Again, as per Gay-Lussac law -
P / T = constant = k
=> k = 1.0364 / 293 = 0.00354atm/k = 3.54 x 10^-3 atm/k
(2) T = 273 + 40 = 313 K
Now -
P / T = k
=> P = k T
= 3.54 x 10^-3 x 313
= 1.108 atm
If air in a sealed flask at 20 degree C has a pressure of 105 kPa....
I guess in a
sealed container has an initial pressure of 1 to 5KPA at 25゚C the
pressures increased to 150゚ KPA what will the new temperature be a
pottery answer with 3 significant figures use negative 27 3.15゚C
for absolute zero
Perform calculations using Gay-Lussac's Law Question A gas in a sealed container has an initial pressure of 125 kPa at 25.0° C. If the pressure is increased to 150.0 kPa, what will the new temperature be? Report your...
Perform calculations using Gay-Lussac's Law Question A gas in a sealed container has an initial pressure of 125 kPa at 25.0°C. If the pressure is increased to 150.0 kPa, what will the new temperature be? • Report your answer with three significant figures. • Use -273.15°C for absolute zero. Provide your answer below:
Flask A has a volume of 1L and contains air at 90 kPa. Flask B has a volume of 2L and contains air at 120 kPa at the same temperature. The stopcock connecting the flasks is then opened while the temperature is held constant, What is the final pressure of the system? a) 30 kPa b) 80 kPa c) 105 kPa d) 110 kPa e) 210 kPa
Perform calculations using Gay-Lussac's Law Question A gas in a sealed container has an initial pressure of 125 kPa at 25.0° C. If the pressure is increased to 150.0 kPa, what will the new temperature be? Report your answer with three significant figures. Use -273.15°C for absolute zero. Provide your answer below: degrees Celsius FEEDBACK MORE INSTRUCTION SUBMIT Content attribution
1. Calculate what the pressure of the air is in the
flask at each of the temperatures for Trials 1 through 5. The
temperature is related to the temperature (at constant volume and
number of moles) through Gay-Lussac's Law.
2. Calculate the natural logarithm of the vapor
pressures, ln(P/P^-), where P^- is 100 kPa.
3. Calculate the inverse of the absolute
temperatures.
4. Prepare a graph (either by hand or in excel) with
ln(P/P^-) plotted on the y-axis and 1/T...
A flask of air at 298.2 oK has a Pressure of 95.20 kPa. If you raise the Temperature to 312.1 oK what would be the new pressure of the air?
A compressor works on a pressure of 105 kPa and temperature 300 K in a Brayton cycle and has an efficiency of 45%. The exhaust temperature is 700 K. Find the pressure ratio and the specific heat addition by the combustion for this cycle. The inlet pressure of an air compressor is 100 kPa, with temperature 290 K, and brings it to 600 kPa, after which the air is cooled in an intercooler to 330K by heat transfer to the...
A room contains air at 20 C and a total pressure of 95 kPa with a relative humidity of 40 percent. The gas constant for air is 0.287 kJ/(kg-K). The mass of dry air in the room is 30 kg. What is the volume of the room in m3 :
129 kPa 1 A 5,00 l of air at -5oC has a pressure of 107 kPa. What will be the new if the temperature is raised to 102°C and the volume expands to 7.00 liters? pressure 5.60 l ③ What is the volume occupied by 0.25 moles of gas @ STP? 1 The in a closed container (volume will remain constant) has hos e pressure of 300 KP2 (2251) at 30°c (303°K), what will the pressure be at -17%(bit) YA...
Problem 1 (20 points) Air at 35°C, 105 kPa, flows in a 100 mm x 150 mm rectangular duct in a heating system. The volumet flow rate is 0.015 m'/s. What is the velocity of the air flowing in the duct and what is the mass flow rat Here, air behaves as an ideal gas (p v R T). Gas constant, R of air is 287 J/kg K