What is the final volume of both container.

A bulb A containing gas at 1.5 bar pressure was connected to an evacuated vessel of 1.0 dm^(3) capacity through a stopcock. The final pressure of the system dropped to 920 mbar at the same temperature. What is the volume of the container A?

A bulb A containing gas at 1.5 bar pressure was connected to an evacuated vessel of 1.0 dm^(3) capacity through a stopcock. The final pressure of the system dropped to 920 mbar at the same temperature. What is the volume of the container A?

Some amount of gas is compressed at STP in an (ii) isothermal process in such a way that the final volume of the gas becomes 1/5 times the initial volume. What will be the final temperature and pressure of the gas in the case? (gamma = 1.4 for the gas)

A gas in a closed, flexible container is slowly cooled from 50^(@)C to 25^(@)C . What is the ratio of the final volume of the gas to its initial volume? (Assume ideal behaviour).

Now consider that the above sample of 12 g of Helium, at its final temperature 227^(@)C, C, is contained in a container X. Another container Y has also Helium at the same temperature and pressure as in container X but container Y has three times the volume of container X. Assuming that Helium in both containers behaves as an ideal gas, answer these questions. Internal energy of the gas in container Y will be -

Now consider that the above sample of 12 g of Helium, at its final temperature 227^(@)C, C, is contained in a container X. Another container Y has also Helium at the same temperature and pressure as in container X but container Y has three times the volume of container X. Assuming that Helium in both containers behaves as an ideal gas, answer these questions. Root mean square speed of the gas molecules in container Y will be -

A sample of a monatomic ideal gas is originally at 20^@ C . What is the final temperature of the gas if both the pressure and volume are doubled?

If at 50^@C and 75 cm of mercury pressure , a definite mass of a gas is compressed slowly, then what will be the final pressure and temperature of the gas if the final volume is one-fourth of the initial volume?