The change in the magnitude of the volume of an ideal gas, when a small additional pressure ΔP is applied at a constant temperature, is the same as the change when the temperature is reduced by a small quantity ΔT at constant pressure. The initial temperature and pressure of the gas were 300 K and 2 atm, respectively. If|ΔT|=C|ΔP|, value of C in (K/atm) is

The change in the magnitude of the volume of an ideal gas, when a smal

1.	The change in the magnitude of the volume of an ideal gas, when a small additional pressure ΔP is applied at a constant temperature, is the same as the change when the temperature is reduced by a small quantity ΔT at constant pressure. The initial temperature and pressure of the gas were 300 K and 2 atm, respectively. If\|ΔT\|=C\|ΔP\|, value of C in (K/atm) is
Answer» The change in the magnitude of the volume of an ideal gas, when a small additional pressure $Δ P$ is applied at a constant temperature, is the same as the change when the temperature is reduced by a small quantity $Δ T$ at constant pressure. The initial temperature and pressure of the gas were $300 K$ and $2 atm$ , respectively. If $\| Δ T \| = C \| Δ P \|$ , value of $C$ in $(K/atm)$ is