what is the new volume if the pressure remains constant?
We can use Charles's Law equation:
(Volume 1) / (Temperature 1) = (Volume 2) / (Temperature 2)
Note: Celsius temperatures have to be converted to Kelvins.
Volume 2 = [(Volume 1)(Temperature 2)] / (Temperature 1)
Volume 2 = [(5.00 L)(373 K)] / (223 K)
Volume 2 = 8.3632286 L or 8.36 L rounded to three significant figures
Answer: When exactly 5.00 L of air at –50°C is warmed to 100.0°C, the new volume is about 8.36 L if the pressure remains constant.
Use v1/t1 = v2/t2, it works because everything else stays constant.
Ahem, and temperature in Kelvin too. (Celsius +237 to get kelvin)
5/223 = v2/373
v2=8.36
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Verified answer
We can use Charles's Law equation:
(Volume 1) / (Temperature 1) = (Volume 2) / (Temperature 2)
Note: Celsius temperatures have to be converted to Kelvins.
Volume 2 = [(Volume 1)(Temperature 2)] / (Temperature 1)
Volume 2 = [(5.00 L)(373 K)] / (223 K)
Volume 2 = 8.3632286 L or 8.36 L rounded to three significant figures
Answer: When exactly 5.00 L of air at –50°C is warmed to 100.0°C, the new volume is about 8.36 L if the pressure remains constant.
Use v1/t1 = v2/t2, it works because everything else stays constant.
Ahem, and temperature in Kelvin too. (Celsius +237 to get kelvin)
5/223 = v2/373
v2=8.36