The average speed of a gas molecule in meters per second is Vaug molar mass M is given in kilogram-moles, and R = 8.31. = d 8RT M' where the temperature T is given in kelvins, the Calculate du dvang at T = 400 K for carbon dioxide, which has a molar mass of 0.04401 kg/mol. dT (Use decimal notation. Give your answer to four decimal places.)

Mathematics For Machine Technology
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Author:Peterson, John.
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Chapter26: Customary (english) Units Of Measure
Section: Chapter Questions
Problem 5A: The volume V of a cone with height h and diameter d is given by V=0.2618d2h . What is the volume of...
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The average speed of a gas molecule in meters per second is ????=8????‾‾‾‾√,vavg=8RTπM, where the temperature ?T is given in kelvins, the molar mass ?M is given in kilogram–moles, and ?=8.31.R=8.31.

Calculate ???????dvavgdT at ?=400 KT=400 K for carbon dioxide, which has a molar mass of 0.04401 kg/mol.0.04401 kg/mol.

(Use decimal notation. Give your answer to four decimal places.)

The average speed of a gas molecule in meters per second is Uavg
molar mass M is given in kilogram-moles, and R = 8.31.
duaug
dT
(Use decimal notation. Give your answer to four decimal places.)
Calculate
d
dT
V
avg
=
8RT
πΜ
9
where the temperature T is given in kelvins, the
400 K for carbon dioxide, which has a molar mass of 0.04401 kg/mol.
m/(s. K)
Transcribed Image Text:The average speed of a gas molecule in meters per second is Uavg molar mass M is given in kilogram-moles, and R = 8.31. duaug dT (Use decimal notation. Give your answer to four decimal places.) Calculate d dT V avg = 8RT πΜ 9 where the temperature T is given in kelvins, the 400 K for carbon dioxide, which has a molar mass of 0.04401 kg/mol. m/(s. K)
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