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?

You might be familiar with the ideal gas equation from Chemistry, whic

1.	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?
Answer» You might be familiar with the ideal gas equation from Chemistry, which relates the pressure and volume of an ideal gas with temperature as: $P V$ = $n R T$ , where $n R$ 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 $Δ T$ ?

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