Justify the statement 'volume of a gas at a constant pressure decreases if its temperature is decreased.'

If the volume of an ideal gas decreased by 5% at constant pressure, the increase of pressure is

The volume of a given amount of gas at 57^(@)C and constant pressure is 425.8 cm^(3) . If the temperature is decreased to 37^(@)C at constant pressure, then the volume will be.

A graph is plotted between pressure and volume at different temperature. On the basis of the graph what changes will you observe in the volume if (i) the pressure is increased at constant temperature (ii) the temperature is decreased at constant pressure

A given quantity of a ideal gas occupies a volume of 100 litres at 100K when the pressure 2 atm. Its temperature is decreased to 50K and its pressure decreases to 1 atm. What is the new volume?

Assertion : The volume of a given mass of a gas at constant pressure is directly proportinal to its kelvin temperature. Reason : The pressure of a fixed mass of a gas at constant volume is directly proportinal to the kelvin temperature.

The raise in the temperature of a given mass of an ideal gas at constant pressure and at temperature 27^@ to double its volume is

A constant temperature , the volume of a gas is to be decreased by 4 % The pressure must be increased by

When the volumn of a gas is decreased at constant temperature the pressure increases because the molecules

If the temperature of a gas is increased by 1K at constant pressure its volume increase by 0.0035 of the initial volume. The temperature of the gas is