Answer:
[tex]T_f=-66^0C[/tex]
Explanation:
Given;
volume=4250 mL at 15 degree C and 745 mm Hg
Formula used:
PV=nRt
[tex]n=\frac{P_iV_i}{R_iT_i}[/tex]
Solution:
[tex]P_i=745 mm Hg=\frac{745}{760}atm\\PV=nRt\\n=\frac{P_iV_i}{R_iT_i}\\ =\frac{745*4.250}{760*0.032*288} \\[/tex]
After transfer of ags moles of gas will remain same
[tex]n=\frac{P_fV_f}{RT_f}\\\frac{745*4.250}{760*0.082*283}=\frac{1.2*2.50}{0.082*T-f}\\T_f=\frac{1.2*2.50*760*283}{745*4.250}\\T_f=207.38 K\\T_f=-66^0 C[/tex]