Hydrogen and neon gases are mixed in a container at 220 K. What is the ratio of the hydrogen gas’ rms speed to the neon gas’ rms speed?
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Hydrogen and neon gases are mixed in a container at 220 K. What is the ratio of the hydrogen gas’ rms speed to the neon gas’ rms speed?
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- The pressure of sulfur dioxide (SO2) is 2.44 x 104 Pa. There are 433 moles of this gas in a volume of 58.5 m3. Find the translational rms speed of the sulfur dioxide molecules.The study of distributions of carbon dioxide (CO₂) and carbon monoxide (CO) in the atmosphere is an important environmental issue. The masses of CO₂ and CO molecules are 44u and 28u, respectively with u = 1.66x10-²7 kg. A. Calculate the most probable speed, average speed, and rms speed for CO₂ and CO molecules at 290K. B. Discuss the possible distributions of these particles throughout the atmosphere with explanations.The number density in a container of neon gas is 4.80×1025 m^−3. The atoms are moving with an rms speed of 680 m/s . What is the pressure inside the container? p= 2.46×105 Pa What is the temperature inside the container?
- The rms speed of a certain sample of ammonia molecules, with a molecular weight of 17 g/mol, is 328 m/s. What is the rms speed of carbon monoxide molecules, with a molecular weight of 28 g/mol, at the same temperature?A student calculates the temperature associated with a molecule of a gas given its mass and rms velocity. The student works a new version of the question where the rms velocity of the molecule has been changed by a factor of 0.713. Determine the factor by which the answer would change. A) 0.713 B It does not change or it does not make sense to calculate given this information. 0.508 (D) 1.403Q5 A tank is filled with a gas that consists of carbon dioxide molecules (CO₂). Assuming that this gas behaves as an ideal gas. Determine the rms speeds (Vrms) of the carbon dioxide molecules when the temperature of the gas is 230° K?
- Oxygen with mass of m1=6 g and temperature T1=300 K is in a container under pressure p1= 9.66·105 Pa. If an unknown gas with mass m2= 3 g and temperature T2=330 K is placed in the same container, then the gas is under pressure p2=9·105 Pa. Find the molar mass of the unknown gas.Four tanks A, B, C, and D are filled with monatomic ideal gases. For each tank, the mass of an individual atom and the rms speed of the atoms are expressed in terms of m and Vrms respectively (see the table). Suppose that m = 2.68 × 10-26 kg, and Vrms = 1000 m/s. Find the temperature of the gas in each tank. Mass Rms speed A m Urms B m 20rms C 2m Urms D 2m 2UrmsThe rms average speed of a nitrogen molecule at 20 K is 133.427875 m/s. What is the rms average speed at 80 K?
- For a,b, and c could I please get a detailed explanation for the one questionIf 2.00 mol of nitrogen gas (N2) are placed in a cubic box, 34.0 cm on each side, at 2.50 atm of pressure, what is the rms speed of the nitrogen molecules? 730.13 * m/sSuppose that the rms speed of carbon dioxide molecules, with molar mass of 44.0 g/mol, in a flame is found to be 1.2 × 105 m/s a.What temperature, in kelvins, does this represent? b. What temperature, in celsius does this represent?