Answer:
805 mmHg is the pressure when the container is compressed
Explanation:
Initial Volume of the gas, V = 55.0 L
Initial Moles of the gas, n = 2.4 mol
Initial Pressure of the gas ,P=760 mmHg
initial temperature of the gas, T = 280 K
Using an Ideal gas equation:

...(1)
Final Volume of the gas, V '= 43.0 L
Final Moles of the gas, n' = 1.8 mol
Final Pressure of the gas = p'
Final temperature of the gas, T' =36 °C = 309 K
Using an Ideal gas equation:
..(2)
(1)=(2)


P' = 805 mmHg
805 mmHg is the pressure when the container is compressed.