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or a cylinder of hydrogen (H₂) gas, you have been informed that the rms speed of the molecules is 730 m/s. Determine the temperature of the gas in degrees K. Use 2.0159 x 10 kg as the mass of mole of hydrogen molecules.

or a cylinder of hydrogen (H₂) gas, you have been informed that the rms speed of the molecules is 730 m/s. Determine the temperature of the gas in degrees K. Use 2.0159 x 10 kg as the mass of mole of hydrogen molecules.

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3 For a cylinder of hydrogen (H₂) gas, you have been informed that the rms speed of the molecules is 730 m/s. Determine the temperature of the gas in degrees K. Use 2.0159 x 107 kg as the mass of a mole of hydrogen molecules. K
Transcribed Image Text:3 For a cylinder of hydrogen (H₂) gas, you have been informed that the rms speed of the molecules is 730 m/s. Determine the temperature of the gas in degrees K. Use 2.0159 x 107 kg as the mass of a mole of hydrogen molecules. K
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Step 1

Hydrogen is a diatomic gas. The RMS speed of a diatomic gas is given by the following expression.

Vrms=3RTM                                                                              ......1here, R=8.314 J/KmolT-Temperature in kelvinM-molar mass

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