Find the. final temperature when under same pressure a gas expands from 750 cc to 1 lit. Initial temperature is `-30^@C`

The temperature of an ideal gas is 340 K. the gas is heated to a temperature at constant pressure. As a result, its volume increases by 18%. What is the final temperature of the gas?

It is found that when a certain mass of gas is heated, its volume increased by 50% and pressure decreases to 60% of its initial value. If the initial temperature was -15^@C , find the temperature to which it was heated.

At normal temperature and pressure the velocity of sound in air is 330 m/s . If the temperature increased to 30^@C and the pressure remains the same the velocity of sound in air will be

The pressure exerted by 12 g of an ideal gas at temperature t^@C in a vessel of volume V litre is one atm.when the temperature is increased by 10 degree at the same volume.the pressure increases by 10% calculate the temperature t and volume v.(molecular weight of the gas =120).

Volume of a gas is doubled by raising its temperature at constant pressure . Initial temperature of the gas was 13^@C . Find the final temperature.

What is the final temperature when a gas at 0^@C is raised to its double volume and pressure.

At a given temperature and pressure, the volume of 1 mol of an ideal gas is 10 L. at the same temperature and pressure, the volume of 1 mol of a real gas is VL. At this temperature and pressure, if the compressibility factor of the real gas is greater than 1, then -

A gas is heated through 1^@C in a closed vessel and so the pressure increases by 0.4% . The initial temperature of the gas was

Three liquids of the same amount are mixed. The specific heats of these liquids are s_(1),s_(2) and s_(3) and their initial temperature are theta_(1),theta_(2) and theta_(3) , respectively. Find out the final temperature of the mixture.

Pressure exerted by 12g of an ideal gas at t^(@)C in a vessel of volume VL is 1 atm. When the temperature is increased by 10^(@)C at the same volume, the pressure increased by 10% . Calculate the temperature 't' and volume V (molar mass of gas=120).