The relation between volume V, pressure P and absolute temperature T of an ideal gas is PV=xT where x is constant. The volume of x depends upon
the mass of the gas molecule
the average kinetic energy of the gas molecules
P, V and T
the number of gas molecules in volume V
The relation between volume V pressure P and absolute temperature T of an ideal gas is PV = xT where x is a constant. The value of x depends upon
You might be familiar with the ideal gas equation from Chemistry, which relates the pressure and volume of an ideal gas with temperature as: PV = nRT, where nR is a constant. You are given a closed metal container of volume V, filled with a gas kept at a temperature T, and pressure P. If γ is the coefficient of volume expansion for the gas, what is the pressure after the temperature is increased by ΔT?