V_T= \frac{N_A . R. T_f}{P_f}+ \frac{N_B .R .T_f}{P_f}
2388,14 = 93,75 x 0,082 x 406,88/P_f + 124,91 x 0,082 x 406,88/P_f
Then P_f= 3,05 Bar and Final volume in B is V_B = 124,91 x 8,3143 x 406,88/305 = 1385,44 litres
And Final volume in A is V_A =2388,14-1385,44 = 1002,7 litres...