A jar 'A' is filled with an ideal gas characterised by parameters P, V and T and another jar B is filled with an ideal gas with parameters 2P.(V )/(4). And 2T. Find the ratio of the number of molecules in jar A and B.

A jar 'A' is filled with an ideal gas characterised by parameters P, V

1.	A jar 'A' is filled with an ideal gas characterised by parameters P, V and T and another jar B is filled with an ideal gas with parameters 2P.(V )/(4). And 2T. Find the ratio of the number of molecules in jar A and B.
Answer» Solution :`n_(A)=(PV)/(RT), n_(B)=(2P((V)/(4)))/(R(2T))=(1)/(4)n_(A), n_(B)=(1)/(4)n_(A)` `therefore""n_(A):n_(B)=4:1`