A vessel of volume V = 30l is separated into three equal parts by stationary semipermeable thin partitions. The left, middle and right parts are filled with m_(H_2) = 30g of hydrogen, m_(O_2), = 160g of oxygen, and m_(N_(2 )=70g) of nitrogen respectively. The left partition lets through only hydrogen, while the right partition lets through hydrogen and nitrogen both. What will be the pressure in each part of the vessel after the equilibrium has been set in if the vessel is kept at a constant temperature T = 300 K ?

A vessel of volume V = 30l is separated into three equal parts by stat

1.	A vessel of volume V = 30l is separated into three equal parts by stationary semipermeable thin partitions. The left, middle and right parts are filled with m_(H_2) = 30g of hydrogen, m_(O_2), = 160g of oxygen, and m_(N_(2 )=70g) of nitrogen respectively. The left partition lets through only hydrogen, while the right partition lets through hydrogen and nitrogen both. What will be the pressure in each part of the vessel after the equilibrium has been set in if the vessel is kept at a constant temperature T = 300 K ?
Answer» SOLUTION :`P_1=1.3 XX 10^9 PA. p_2 =4.5 xx 10^9Pa, P_3 =2.0xx 10^(9) Pa`