360186 Two closed containers of equal volume of air are initially at \(1.05 \times 10^{5} {~Pa}\), and 300 \(K\) temperature. If the containers are connected by a narrow tube and one container is maintained at 300 \(K\) temperature and other at 400 \(K\) temperature. Find the final pressure in the containers.

360187 In the given figure a glass tube lies horizontally with the middle \(20\,\,cm\) containing mercury. The two ends of the tube contains air at \(27^\circ C\) and at a pressure \(76 \,\,cm\) of mercury. Now the air column on one side is maintained at \(0^\circ C\) and the other side is maintained at \(127^\circ C\). Find the new length of the air column on the cooler side. Neglect the changes in the volume of mercury and of the glass.

360188 \(10\;mol\) of an ideal monatomic gas at \(10^\circ C\) is mixed with \(20\;mol\) of another monatomic gas at \(20^\circ C.\) Then, the temperature of the mixture is

360189 A gas mixture contains monoatomic and diatomic molecules of 2 moles each. The mixture has a total internal energy of (symbols have usual meanings)

360186 Two closed containers of equal volume of air are initially at \(1.05 \times 10^{5} {~Pa}\), and 300 \(K\) temperature. If the containers are connected by a narrow tube and one container is maintained at 300 \(K\) temperature and other at 400 \(K\) temperature. Find the final pressure in the containers.

360187 In the given figure a glass tube lies horizontally with the middle \(20\,\,cm\) containing mercury. The two ends of the tube contains air at \(27^\circ C\) and at a pressure \(76 \,\,cm\) of mercury. Now the air column on one side is maintained at \(0^\circ C\) and the other side is maintained at \(127^\circ C\). Find the new length of the air column on the cooler side. Neglect the changes in the volume of mercury and of the glass.

360188 \(10\;mol\) of an ideal monatomic gas at \(10^\circ C\) is mixed with \(20\;mol\) of another monatomic gas at \(20^\circ C.\) Then, the temperature of the mixture is

360189 A gas mixture contains monoatomic and diatomic molecules of 2 moles each. The mixture has a total internal energy of (symbols have usual meanings)

360186 Two closed containers of equal volume of air are initially at \(1.05 \times 10^{5} {~Pa}\), and 300 \(K\) temperature. If the containers are connected by a narrow tube and one container is maintained at 300 \(K\) temperature and other at 400 \(K\) temperature. Find the final pressure in the containers.

360187 In the given figure a glass tube lies horizontally with the middle \(20\,\,cm\) containing mercury. The two ends of the tube contains air at \(27^\circ C\) and at a pressure \(76 \,\,cm\) of mercury. Now the air column on one side is maintained at \(0^\circ C\) and the other side is maintained at \(127^\circ C\). Find the new length of the air column on the cooler side. Neglect the changes in the volume of mercury and of the glass.

360188 \(10\;mol\) of an ideal monatomic gas at \(10^\circ C\) is mixed with \(20\;mol\) of another monatomic gas at \(20^\circ C.\) Then, the temperature of the mixture is

360189 A gas mixture contains monoatomic and diatomic molecules of 2 moles each. The mixture has a total internal energy of (symbols have usual meanings)

360186 Two closed containers of equal volume of air are initially at \(1.05 \times 10^{5} {~Pa}\), and 300 \(K\) temperature. If the containers are connected by a narrow tube and one container is maintained at 300 \(K\) temperature and other at 400 \(K\) temperature. Find the final pressure in the containers.

360187 In the given figure a glass tube lies horizontally with the middle \(20\,\,cm\) containing mercury. The two ends of the tube contains air at \(27^\circ C\) and at a pressure \(76 \,\,cm\) of mercury. Now the air column on one side is maintained at \(0^\circ C\) and the other side is maintained at \(127^\circ C\). Find the new length of the air column on the cooler side. Neglect the changes in the volume of mercury and of the glass.

360188 \(10\;mol\) of an ideal monatomic gas at \(10^\circ C\) is mixed with \(20\;mol\) of another monatomic gas at \(20^\circ C.\) Then, the temperature of the mixture is

360189 A gas mixture contains monoatomic and diatomic molecules of 2 moles each. The mixture has a total internal energy of (symbols have usual meanings)