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- QUESTION 4 The RMS speed of the molecules in a sample of diatomic fluorine gas is 600 m/s. What is the temperature of the gas? The molecular formula of fluorine is F2, and the atomic weight of the element fluorine is 19 g/mole. а. 3110 с b. 4730 c C. 3820 c d. 276° c е. 4080 сOne mole of hydrogen has a mass of 2 g. Calculate the mean speed of the hydrogen molecules at T = 300 K using the Maxwell- Boltzmann distribution. Select one: O a. 1579 m/s O b. 1782 m/s O c. O d. 459 m/s 1934 m/sIt is known that 28 g of a certain ideal gas occupy 26.4 liters at standard conditions (0° C, 1 atm). The volume occupied by 42 g of this gas at standard conditions (in liters) is: a. 22.4 b. 14.9 c. 33.4 d. more data are needed e. 39.6
- 1. An ideal gas is at a temperature of 350 K. To double the rms speed of its molecules, what does the temperature need to be changed to? K T=5. A gas with volume V, pressure P, and temperature T is inside a container with a moveable piston. No gas is leaking from the container as the temperature of gas is quadrupled while the volume is doubled. What will be the new pressure? A. 2P B. P C. 1/2 P D. 8P