A manometer is connected to a gas containing bulb. The open and reads 43.7 cm whereas the arm connected to the bulbs read 15.6 cm. if the barometic pressure is 743 mm mercury, what is the pressure of the gas in bar?

An open-end manometer was used to determine the pressure of a gas present in a container. It was found that the height of mercury level in the arm attached to the gas-filled container was 4 cm higher than that in the open ene arm. If the atmospheric pressure was measured to be 76 cm Hg, then what will be the pressure of the gas inside the container in atm unit?

A bulb filled with a gas is connected to an open -end manometer. the level of mercury in the arm attached to the gas bulb is 20 cm lower than that in the open. end arm, calculate the pressure of the gas in the bulb in the units of atm and Pa? Consider the atmospheric pressure to be 76 cm Hg.

Two bulbs of equal volume are connected by a narrow tube of negligible volume and filled with a gas at STP. IF one of the bulbs is kept in melting ice and the other in the water bath at 62^@C ,what will be the new pressure of the gas?

A 15.0 L vessel containing 5.6g of N_(2) is connected to a 5.0 L vessel containing 8.0g of O_(2) by means of a valve. After the valve is opened and the gases are allowed to mix, what will be the partial pressure of each gas in the mixture at 27^(@)C ?

A 15.0 L vessel containing 5.6g of N_(2) is connected to a 5.0 L vessel containing 8.0g of O_(2) by means of a valve. After the valve is opened and the gases are allowed to mix, what will be the partial pressure of each gas in the mixture at 27^(@)C ?

A container contains m_1g of a gas at a pressure p_1 In another container m_2g of the gas is kept at a pressure p_2. IF the two containers are connected by a tube, then what will be the pressure of the gas mixture.

One litre flask contains air, water vapour and a small amount of liquid water at a pressure of 200 mmHg. If this is connected to another one litre evacuated flask, what will be the final pressure of the gas mixture at equilibrium? Assume the temperature to be 50^@C . Aqueous tension at 50^@C=93 mmHg